diff --git a/_preview/1/README.html b/_preview/1/README.html index 9f83238..436a1de 100644 --- a/_preview/1/README.html +++ b/_preview/1/README.html @@ -501,10 +501,8 @@

Working with Great Circles
  • Determine clockwise/counterclockwise ordering of points on spherical polygon

  • +
  • Area and Permieter of quadrilateral patch on a unit sphere

  • Determine if a given point is within a spherical polygon

  • -
  • Permieter of spherical polygon

  • -
  • Area of quadrilateral patch on a unit sphere

  • -
  • Area of triangular patch

  • Mean center of spherical polygon

    1. diff --git a/_preview/1/_images/4cff3eda8537ac22a6e9bf4c0325b46ff98a3d94223db9fa9e26b04534b459ff.png b/_preview/1/_images/4cff3eda8537ac22a6e9bf4c0325b46ff98a3d94223db9fa9e26b04534b459ff.png new file mode 100644 index 0000000..a6c0630 Binary files /dev/null and b/_preview/1/_images/4cff3eda8537ac22a6e9bf4c0325b46ff98a3d94223db9fa9e26b04534b459ff.png differ diff --git a/_preview/1/_images/572cda1f21e0aed354df54f9b8d38174800944a270d8b3f502e3455f36c2af8a.png b/_preview/1/_images/572cda1f21e0aed354df54f9b8d38174800944a270d8b3f502e3455f36c2af8a.png new file mode 100644 index 0000000..3058c1e Binary files /dev/null and b/_preview/1/_images/572cda1f21e0aed354df54f9b8d38174800944a270d8b3f502e3455f36c2af8a.png differ diff --git a/_preview/1/_images/8221d282adb7962c8fa380022397c5a04002e94312ceb97ab6d512f71693854f.png b/_preview/1/_images/8221d282adb7962c8fa380022397c5a04002e94312ceb97ab6d512f71693854f.png new file mode 100644 index 0000000..90cd34d Binary files /dev/null and b/_preview/1/_images/8221d282adb7962c8fa380022397c5a04002e94312ceb97ab6d512f71693854f.png differ diff --git a/_preview/1/_images/cc79bf1aad89d6bb334c9c093181cc65abe1901ef50e4506c4362f8f120acd4a.png b/_preview/1/_images/cc79bf1aad89d6bb334c9c093181cc65abe1901ef50e4506c4362f8f120acd4a.png new file mode 100644 index 0000000..28fcfc2 Binary files /dev/null and b/_preview/1/_images/cc79bf1aad89d6bb334c9c093181cc65abe1901ef50e4506c4362f8f120acd4a.png differ diff --git a/_preview/1/_sources/README.md b/_preview/1/_sources/README.md index 139df71..137f394 100644 --- a/_preview/1/_sources/README.md +++ b/_preview/1/_sources/README.md @@ -74,10 +74,8 @@ Each section will make use of plotting to visually demonstrate concepts with `ma 6. **Spherical Polygons and Areas** - Determine clockwise/counterclockwise ordering of points on spherical polygon +- Area and Permieter of quadrilateral patch on a unit sphere - Determine if a given point is within a spherical polygon -- Permieter of spherical polygon -- Area of quadrilateral patch on a unit sphere -- Area of triangular patch - Mean center of spherical polygon 7. **Indiana Jones and the Great Circle** diff --git a/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb b/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb index b4dbf1a..8dde8bc 100644 --- a/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb +++ b/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb @@ -35,8 +35,8 @@ "Determine the calculations of a spherical polygons based on a unit sphere\n", "\n", "1. Determine clockwise/counterclockwise ordering of points on spherical polygon\n", - "1. Determine if a given point is within a spherical polygon\n", "1. Area and Permieter of quadrilateral patch on a unit sphere\n", + "1. Determine if a given point is within a spherical polygon\n", "1. Mean center of spherical polygon (TODO)" ] }, @@ -72,7 +72,7 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": 97, "metadata": {}, "outputs": [], "source": [ @@ -80,7 +80,9 @@ "#import numpy as np # working with arrays, vectors, cross/dot products, and radians\n", "\n", "from pyproj import Geod # working with the Earth as an ellipsod (WGS-84)\n", - "#import geopy.distance # working with the Earth as an ellipsod\n", + "\n", + "from shapely.geometry import Point\n", + "from shapely.geometry.polygon import Polygon\n", "\n", "import matplotlib.pyplot as plt # plotting a graph\n", "from cartopy import crs as ccrs, feature as cfeature # plotting a world map" @@ -451,7 +453,7 @@ }, { "cell_type": "code", - "execution_count": 74, + "execution_count": 92, "metadata": {}, "outputs": [], "source": [ @@ -473,13 +475,13 @@ " plt.fill(longitudes, latitudes, alpha=0.5)\n", "\n", " area, perimeter = area_of_polygon_projection(pt_lst)\n", - " plt.title(f\"Area = {area} km^2, Perimter = {perimeter} km\")\n", + " plt.title(f\"Roughly {(area/509600000)*100:.2f}% of the Earth's Surface\")\n", " plt.show()" ] }, { "cell_type": "code", - "execution_count": 75, + "execution_count": 93, "metadata": {}, "outputs": [ { @@ -487,7 +489,8 @@ "output_type": "stream", "text": [ "Perimeter = 10171.738963248145 km\n", - "Area = 5342585.647699828 km^2\n" + "Area = 5342585.647699828 km^2\n", + "Roughly 1.05% of the Earth's Surface\n" ] } ], @@ -495,17 +498,18 @@ "area, perimeter = area_of_polygon_projection([\"boulder\", \"boston\",\n", " \"arecibo\", \"houston\"])\n", "print(f\"Perimeter = {perimeter} km\")\n", - "print(f\"Area = {area} km^2\")" + "print(f\"Area = {area} km^2\")\n", + "print(f\"Roughly {(area/509600000)*100:.2f}% of the Earth's Surface\")" ] }, { "cell_type": "code", - "execution_count": 82, + "execution_count": 95, "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
      " ] @@ -528,12 +532,12 @@ }, { "cell_type": "code", - "execution_count": 91, + "execution_count": 96, "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
      " ] @@ -546,6 +550,136 @@ "plot_area([\"boulder\", \"boston\", \"houston\", \"boston\", \"cairo\", \"arecibo\", \"greenwich\"])" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Determine if a given point is within a spherical polygon" + ] + }, + { + "cell_type": "code", + "execution_count": 118, + "metadata": {}, + "outputs": [], + "source": [ + "def polygon_contains_point(pt=None, polygon_pts=None, tolerance_m=1):\n", + " # tolerance in meters\n", + " check_pt = Point((location_df.loc[[pt]][\"longitude\"].iloc[0], \n", + " location_df.loc[[pt]][\"latitude\"].iloc[0]))\n", + " longitudes = [location_df.loc[[x]][\"longitude\"].iloc[0] for x in polygon_pts]\n", + " latitudes = [location_df.loc[[x]][\"latitude\"].iloc[0] for x in polygon_pts]\n", + " lat_lon_coords = tuple(zip(longitudes, latitudes))\n", + " polygon = Polygon(lat_lon_coords)\n", + " contained_by_polygon = polygon.contains(check_pt)\n", + " # check boundary conditions\n", + " if not contained_by_polygon:\n", + " contained_by_polygon = polygon.buffer(distance=tolerance_m/110000).contains(check_pt)\n", + " return contained_by_polygon" + ] + }, + { + "cell_type": "code", + "execution_count": 119, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 119, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "polygon_contains_point(\"boulder\", [\"red woods\", \"boston\", \"houston\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 120, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_polygon_pt(pt=None, polygon_pts=None, tolerance_m=1,\n", + " lon_west=-180, lon_east=180,\n", + " lat_south=-90, lat_north=90):\n", + " # Set up world map plot\n", + " fig = plt.subplots(figsize=(15, 10))\n", + " projection_map = ccrs.PlateCarree()\n", + " ax = plt.axes(projection=projection_map)\n", + " ax.set_extent([lon_west, lon_east, lat_south, lat_north], crs=projection_map)\n", + " ax.coastlines(color=\"black\")\n", + " ax.add_feature(cfeature.STATES, edgecolor=\"black\")\n", + "\n", + " # plot polygon points\n", + " longitudes = [location_df.loc[[x]][\"longitude\"].iloc[0] for x in polygon_pts] # longitude\n", + " latitudes = [location_df.loc[[x]][\"latitude\"].iloc[0] for x in polygon_pts] # latitude\n", + " plt.scatter(longitudes, latitudes, s=50, c=\"blue\")\n", + " plt.fill(longitudes, latitudes, alpha=0.5)\n", + "\n", + " # plot check point\n", + " plt.scatter(location_df.loc[[pt]][\"longitude\"].iloc[0],\n", + " location_df.loc[[pt]][\"latitude\"].iloc[0], s=100, c=\"red\")\n", + "\n", + "\n", + " contains_pt = polygon_contains_point(pt, polygon_pts, tolerance_m)\n", + " plt.title(f\"Point contained within polygon (tolerance {tolerance_m} m) = {contains_pt}\")\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 122, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_polygon_pt(\"boulder\", [\"red woods\", \"boston\", \"houston\"], 1,\n", + " -130, -60, 20, 60)" + ] + }, + { + "cell_type": "code", + "execution_count": 124, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_polygon_pt(\"cape canaveral\", [\"red woods\", \"boston\", \"houston\"], 1,\n", + " -130, -60, 20, 60)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/_preview/1/notebooks/foundations/coordinates.html b/_preview/1/notebooks/foundations/coordinates.html index e787048..8d9d1eb 100644 --- a/_preview/1/notebooks/foundations/coordinates.html +++ b/_preview/1/notebooks/foundations/coordinates.html @@ -1131,9 +1131,7 @@

      World Map
      /home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_cultural/ne_110m_admin_0_boundary_lines_land.zip
         warnings.warn(f'Downloading: {url}', DownloadWarning)
      -
      - -
      /home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_cultural/ne_110m_admin_1_states_provinces_lakes.zip
      +/home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_cultural/ne_110m_admin_1_states_provinces_lakes.zip
         warnings.warn(f'Downloading: {url}', DownloadWarning)
       
      diff --git a/_preview/1/notebooks/notebook-template.html b/_preview/1/notebooks/notebook-template.html index 42ea0ef..e9f4455 100644 --- a/_preview/1/notebooks/notebook-template.html +++ b/_preview/1/notebooks/notebook-template.html @@ -527,8 +527,8 @@
      of further and further
      header levels

      as well \(m = a * t / h\) text! Similarly, you have access to other \(\LaTeX\) equation functionality via MathJax (demo below from link),

      -
      -()\[\begin{align} +
      +()\[\begin{align} \dot{x} & = \sigma(y-x) \\ \dot{y} & = \rho x - y - xz \\ \dot{z} & = -\beta z + xy diff --git a/_preview/1/notebooks/tutorials/polygon_area.html b/_preview/1/notebooks/tutorials/polygon_area.html index ef57505..94997ab 100644 --- a/_preview/1/notebooks/tutorials/polygon_area.html +++ b/_preview/1/notebooks/tutorials/polygon_area.html @@ -422,8 +422,8 @@

      Overview

      Determine the calculations of a spherical polygons based on a unit sphere

      1. Determine clockwise/counterclockwise ordering of points on spherical polygon

      2. -
      3. Determine if a given point is within a spherical polygon

      4. Area and Permieter of quadrilateral patch on a unit sphere

      5. +
      6. Determine if a given point is within a spherical polygon

      7. Mean center of spherical polygon (TODO)

      @@ -469,7 +469,9 @@

      Imports#import numpy as np # working with arrays, vectors, cross/dot products, and radians from pyproj import Geod # working with the Earth as an ellipsod (WGS-84) -#import geopy.distance # working with the Earth as an ellipsod + +from shapely.geometry import Point +from shapely.geometry.polygon import Polygon import matplotlib.pyplot as plt # plotting a graph from cartopy import crs as ccrs, feature as cfeature # plotting a world map @@ -765,7 +767,7 @@

      Area and Perimeter of quadrilateral patchplt.fill(longitudes, latitudes, alpha=0.5) area, perimeter = area_of_polygon_projection(pt_lst) - plt.title(f"Area = {area} km^2, Perimter = {perimeter} km") + plt.title(f"Roughly {(area/509600000)*100:.2f}% of the Earth's Surface") plt.show()

      @@ -777,12 +779,14 @@

      Area and Perimeter of quadrilateral patch"arecibo", "houston"]) print(f"Perimeter = {perimeter} km") print(f"Area = {area} km^2") +print(f"Roughly {(area/509600000)*100:.2f}% of the Earth's Surface")
      Perimeter = 10171.738963248145 km
       Area = 5342585.6476998255 km^2
      +Roughly 1.05% of the Earth's Surface
       
      @@ -794,7 +798,7 @@

      Area and Perimeter of quadrilateral patch -../../_images/1fcdb28e3ae2cb02741404db4debeb8d6b057c4b1a13ea1e53f87d2bd8d69e9c.png +../../_images/8221d282adb7962c8fa380022397c5a04002e94312ceb97ab6d512f71693854f.png
      @@ -807,11 +811,98 @@

      TODO
      -../../_images/f6059318ddfaa4ee2dc4a6d19f72e34d995ac75261b78a31d2d8ae81c25dcd48.png +../../_images/572cda1f21e0aed354df54f9b8d38174800944a270d8b3f502e3455f36c2af8a.png

      +
      +

      Determine if a given point is within a spherical polygon

      +
      +
      +
      def polygon_contains_point(pt=None, polygon_pts=None, tolerance_m=1):
      +    # tolerance in meters
      +    check_pt = Point((location_df.loc[[pt]]["longitude"].iloc[0], 
      +                      location_df.loc[[pt]]["latitude"].iloc[0]))
      +    longitudes = [location_df.loc[[x]]["longitude"].iloc[0] for x in polygon_pts]
      +    latitudes = [location_df.loc[[x]]["latitude"].iloc[0] for x in polygon_pts]
      +    lat_lon_coords = tuple(zip(longitudes, latitudes))
      +    polygon = Polygon(lat_lon_coords)
      +    contained_by_polygon = polygon.contains(check_pt)
      +    # check boundary conditions
      +    if not contained_by_polygon:
      +        contained_by_polygon = polygon.buffer(distance=tolerance_m/110000).contains(check_pt)
      +    return contained_by_polygon
      +
      +
      +
      +
      +
      +
      +
      polygon_contains_point("boulder", ["red woods", "boston", "houston"])
      +
      +
      +
      +
      +
      True
      +
      +
      +
      +
      +
      +
      +
      def plot_polygon_pt(pt=None, polygon_pts=None, tolerance_m=1,
      +                   lon_west=-180, lon_east=180,
      +                   lat_south=-90, lat_north=90):
      +    # Set up world map plot
      +    fig = plt.subplots(figsize=(15, 10))
      +    projection_map = ccrs.PlateCarree()
      +    ax = plt.axes(projection=projection_map)
      +    ax.set_extent([lon_west, lon_east, lat_south, lat_north], crs=projection_map)
      +    ax.coastlines(color="black")
      +    ax.add_feature(cfeature.STATES, edgecolor="black")
      +
      +   # plot polygon points
      +    longitudes = [location_df.loc[[x]]["longitude"].iloc[0] for x in polygon_pts] # longitude
      +    latitudes = [location_df.loc[[x]]["latitude"].iloc[0] for x in polygon_pts] # latitude
      +    plt.scatter(longitudes, latitudes, s=50, c="blue")
      +    plt.fill(longitudes, latitudes, alpha=0.5)
      +
      +    # plot check point
      +    plt.scatter(location_df.loc[[pt]]["longitude"].iloc[0],
      +                location_df.loc[[pt]]["latitude"].iloc[0], s=100, c="red")
      +
      +
      +    contains_pt = polygon_contains_point(pt, polygon_pts, tolerance_m)
      +    plt.title(f"Point contained within polygon (tolerance {tolerance_m} m) = {contains_pt}")
      +    plt.show()
      +
      +
      +
      +
      +
      +
      +
      plot_polygon_pt("boulder", ["red woods", "boston", "houston"], 1,
      +               -130, -60, 20, 60)
      +
      +
      +
      +
      +../../_images/4cff3eda8537ac22a6e9bf4c0325b46ff98a3d94223db9fa9e26b04534b459ff.png +
      +
      +
      +
      +
      plot_polygon_pt("cape canaveral", ["red woods", "boston", "houston"], 1,
      +               -130, -60, 20, 60)
      +
      +
      +
      +
      +../../_images/cc79bf1aad89d6bb334c9c093181cc65abe1901ef50e4506c4362f8f120acd4a.png +
      +
      +

      Summary

      @@ -893,6 +984,7 @@

      Resources and referencesTODO +
    2. Determine if a given point is within a spherical polygon
    3. Summary diff --git a/_preview/1/searchindex.js b/_preview/1/searchindex.js index 9db4e6b..59bf346 100644 --- a/_preview/1/searchindex.js +++ b/_preview/1/searchindex.js @@ -1 +1 @@ -Search.setIndex({"alltitles": {"A content subsection": [[4, "a-content-subsection"]], "Add Columns for Additional Coordinate Types": [[1, "add-columns-for-additional-coordinate-types"]], "Along Track Distance": [[7, "along-track-distance"]], "An Important Note on Resources": [[2, "an-important-note-on-resources"]], "Angles and Great Circles": [[5, null]], "Another content subsection": [[4, "another-content-subsection"]], "Antipodal Point of Max (TODO)": [[8, "antipodal-point-of-max-todo"]], "Antipodal point": [[6, "antipodal-point"]], "Area and Perimeter of quadrilateral patch": [[10, "area-and-perimeter-of-quadrilateral-patch"]], "Authors": [[0, "authors"]], "Calculate Intersection Point Between Two Great Circle Paths": [[5, "calculate-intersection-point-between-two-great-circle-paths"]], "Calculate the acute and obtuse angle of two great circle paths": [[5, "calculate-the-acute-and-obtuse-angle-of-two-great-circle-paths"]], "Cartesian Coordinates": [[1, "cartesian-coordinates"]], "Check if a point lies on a great circle arc": [[7, "check-if-a-point-lies-on-a-great-circle-arc"]], "Contributors": [[0, "contributors"]], "Convert Coordinates to All Coordinate Types": [[1, "convert-coordinates-to-all-coordinate-types"]], "Coordinate Types": [[1, null]], "Cross Track Distance": [[7, "cross-track-distance"]], "Danger": [[4, null]], "Determine Distance Mathematically via Unit Sphere": [[6, "determine-distance-mathematically-via-unit-sphere"]], "Determine Distance Points via Python Package pyproj": [[6, "determine-distance-points-via-python-package-pyproj"]], "Determine Intermediate Points Mathemetically via Unit Sphere": [[6, "determine-intermediate-points-mathemetically-via-unit-sphere"]], "Determine Intermediate Points via Python Package pyproj and geopy": [[6, "determine-intermediate-points-via-python-package-pyproj-and-geopy"]], "Determine clockwise/counterclockwise ordering of points on spherical polygon": [[10, "determine-clockwise-counterclockwise-ordering-of-points-on-spherical-polygon"]], "Determine if a point lies on a great circle arc and path (with/without tolerances)": [[7, "determine-if-a-point-lies-on-a-great-circle-arc-and-path-with-without-tolerances"]], "Determine the Bearing Mathematically via Unit Sphere": [[6, "determine-the-bearing-mathematically-via-unit-sphere"]], "Determine the Bearing of a Great Circle Arc": [[6, "determine-the-bearing-of-a-great-circle-arc"]], "Determine the Bearing via Python Package pyproj": [[6, "determine-the-bearing-via-python-package-pyproj"]], "Determine the Midpoint of a Great Circle Arc": [[6, "determine-the-midpoint-of-a-great-circle-arc"]], "Determine the distance of a point to a great circle arc": [[7, "determine-the-distance-of-a-point-to-a-great-circle-arc"]], "Determine when great circle path cross parallels (TODO)": [[8, "determine-when-great-circle-path-cross-parallels-todo"]], "Directed Angle": [[5, "directed-angle"]], "Display Coordinates of Cities": [[1, "display-coordinates-of-cities"]], "Distance Between Points on a Great Circle Arc": [[6, "distance-between-points-on-a-great-circle-arc"]], "Ellipsoids vs. Spheres": [[2, "ellipsoids-vs-spheres"]], "Find the intersection of two great circle arcs (TODO)": [[9, "find-the-intersection-of-two-great-circle-arcs-todo"]], "Find the intersection of two great circle paths": [[9, "find-the-intersection-of-two-great-circle-paths"]], "Foundations and Terminology": [[0, "foundations-and-terminology"]], "Generate Points At Intermediate Points along an Arc/Path": [[7, "generate-points-at-intermediate-points-along-an-arc-path"]], "Generate a Great Circle Path": [[6, "generate-a-great-circle-path"]], "Generating a Great Circle Arc with Intermediates Points": [[6, "generating-a-great-circle-arc-with-intermediates-points"]], "Geodesic": [[2, "geodesic"]], "Geodesic Coordinates": [[1, "geodesic-coordinates"]], "Geodesic and Python": [[2, "geodesic-and-python"]], "Geodesy": [[2, "geodesy"]], "Great Circle Arcs and Path": [[6, null]], "Great Circle Cookbook": [[0, null]], "Great Circle Path vs. Great Circle Arc": [[2, "great-circle-path-vs-great-circle-arc"]], "Great Circle Terminology": [[2, null]], "Great Circles": [[2, "great-circles"]], "Great Circles and Parallels": [[8, null]], "Great Circles and a Point": [[7, null]], "Haversine (TODO)": [[6, "haversine-todo"]], "How to Cite This Cookbook": [[3, null]], "Imports": [[1, "imports"], [4, "imports"], [5, "imports"], [6, "imports"], [8, "imports"], [9, "imports"], [10, "imports"]], "Info": [[4, null]], "Interpolate a fractional distance along arc": [[6, "interpolate-a-fractional-distance-along-arc"]], "Interpolate every N meters": [[6, "interpolate-every-n-meters"]], "Interpolate with N Total Equally Spaced Points": [[6, "interpolate-with-n-total-equally-spaced-points"]], "Intersections of Great Circles": [[9, null]], "Last Section": [[4, "last-section"]], "Law of Cosines": [[2, "law-of-cosines"]], "Law of Sines": [[2, "law-of-sines"]], "Math of intersection": [[9, "math-of-intersection"]], "Maximum Latitude on a Great Circle Path": [[8, "maximum-latitude-on-a-great-circle-path"]], "Maximumn Latitude from Clairaut\u2019s Formula": [[8, "maximumn-latitude-from-clairauts-formula"]], "Maximumn Latitude from Clairaut\u2019s Formula (TODO)": [[8, "maximumn-latitude-from-clairauts-formula-todo"]], "Meeus Great Circle Distance (TODO)": [[6, "meeus-great-circle-distance-todo"]], "Mimimum Latitude along Great Circle Path": [[8, "mimimum-latitude-along-great-circle-path"]], "Minimum Latitude on a Great Circle Path": [[8, "minimum-latitude-on-a-great-circle-path"]], "Motivation": [[0, "motivation"]], "Napier\u2019s Rules": [[2, "napiers-rules"]], "Overview": [[1, "overview"], [2, "overview"], [4, "overview"], [5, "overview"], [6, "overview"], [7, "overview"], [8, "overview"], [9, "overview"], [10, "overview"]], "Overview of Directed Angles": [[5, "overview-of-directed-angles"]], "Plot Arcs as Points on a World Map": [[6, "plot-arcs-as-points-on-a-world-map"]], "Plot Coordinates on a World Map": [[1, "plot-coordinates-on-a-world-map"]], "Plot Directed Angle": [[5, "plot-directed-angle"]], "Plot Intersections with Great Circle Paths": [[9, "plot-intersections-with-great-circle-paths"]], "Plot Maximum": [[8, "plot-maximum"]], "Polar Coordinates": [[1, "polar-coordinates"]], "Prerequisites": [[1, "prerequisites"], [2, "prerequisites"], [4, "prerequisites"], [5, "prerequisites"], [6, "prerequisites"], [7, "prerequisites"], [8, "prerequisites"], [9, "prerequisites"], [10, "prerequisites"]], "Project Pythia Notebook Template": [[4, null]], "Resources and references": [[1, "resources-and-references"], [4, "resources-and-references"], [5, "resources-and-references"], [6, "resources-and-references"], [7, "resources-and-references"], [8, "resources-and-references"], [9, "resources-and-references"], [10, "resources-and-references"]], "Running on Binder": [[0, "running-on-binder"]], "Running on Your Own Machine": [[0, "running-on-your-own-machine"]], "Running the Notebooks": [[0, "running-the-notebooks"]], "Shoelace Formula for Signed Polygon Area": [[10, "shoelace-formula-for-signed-polygon-area"]], "Spherical Coordinates": [[1, "spherical-coordinates"]], "Spherical Geometry": [[2, "spherical-geometry"]], "Spherical Polygons and Areas": [[10, null]], "Spherical Triangles": [[2, "spherical-triangles"]], "Spherical Trigonometry": [[2, "spherical-trigonometry"]], "Structure": [[0, "structure"]], "Subsection to the second section": [[4, "subsection-to-the-second-section"]], "Success": [[4, null]], "Summary": [[1, "summary"], [2, "summary"], [4, "summary"], [5, "summary"], [6, "summary"], [7, "summary"], [8, "summary"], [9, "summary"], [10, "summary"]], "TODO": [[10, "todo"]], "Types of Coordinates": [[1, "types-of-coordinates"]], "United States Map": [[1, "united-states-map"]], "Vincenty Ellipsoid Great Circle Distance (TODO)": [[6, "vincenty-ellipsoid-great-circle-distance-todo"]], "Vincenty Sphere Great Circle Distance (TODO)": [[6, "vincenty-sphere-great-circle-distance-todo"]], "Warning": [[4, null]], "What\u2019s next?": [[1, "whats-next"], [2, "whats-next"], [4, "whats-next"], [5, "whats-next"], [6, "whats-next"], [7, "whats-next"], [8, "whats-next"], [9, "whats-next"], [10, "whats-next"]], "Working with Great Circles": [[0, "working-with-great-circles"]], "World Map": [[1, "world-map"]], "Your first content section": [[4, "your-first-content-section"]], "Your second content section": [[4, "your-second-content-section"]], "a quick demonstration": [[4, "a-quick-demonstration"]], "header levels": [[4, "header-levels"]], "of further and further": [[4, "of-further-and-further"]]}, "docnames": ["README", "notebooks/foundations/coordinates", "notebooks/foundations/terminology", "notebooks/how-to-cite", "notebooks/notebook-template", "notebooks/tutorials/angles", "notebooks/tutorials/arc_path", "notebooks/tutorials/arc_to_point", "notebooks/tutorials/parallels_max_min", "notebooks/tutorials/path_intersection", "notebooks/tutorials/polygon_area"], "envversion": {"sphinx": 62, "sphinx.domains.c": 3, "sphinx.domains.changeset": 1, "sphinx.domains.citation": 1, "sphinx.domains.cpp": 9, "sphinx.domains.index": 1, "sphinx.domains.javascript": 3, "sphinx.domains.math": 2, "sphinx.domains.python": 4, "sphinx.domains.rst": 2, "sphinx.domains.std": 2, "sphinx.ext.intersphinx": 1}, "filenames": ["README.md", "notebooks/foundations/coordinates.ipynb", "notebooks/foundations/terminology.ipynb", "notebooks/how-to-cite.md", "notebooks/notebook-template.ipynb", "notebooks/tutorials/angles.ipynb", "notebooks/tutorials/arc_path.ipynb", "notebooks/tutorials/arc_to_point.ipynb", "notebooks/tutorials/parallels_max_min.ipynb", "notebooks/tutorials/path_intersection.ipynb", "notebooks/tutorials/polygon_area.ipynb"], "indexentries": {}, "objects": {}, "objnames": {}, "objtypes": {}, "terms": {"0": [1, 2, 3, 5, 6, 7, 8, 9, 10], "0000": 1, "000171": 1, "0002": 1, "00175846666659": 6, "0026": 1, "00290620334833": 6, "0033528106647474805": 2, "007062e": 1, "007347e": [1, 5, 6, 7, 8, 9, 10], "00739372929635": 6, "0087714150598": 2, "009": 2, "0098": 1, "00997303342117": 6, "01308797522954": 6, "013140": 1, "01386515980239": 6, "015": 6, "0150": [1, 5, 6, 7, 8, 9, 10], "02": 1, "0220139666611": 6, "0224051615289": 6, "023062e": 1, "0248": 6, "028170": 1, "031873": 1, "032833e": 1, "0337": 1, "0348546954024": 5, "0369": 1, "039219e": 1, "0417": [1, 5, 6, 7, 8, 9, 10], "0444": [1, 6], "046423": 1, "04829010633232": 6, "05": [1, 5, 6, 7, 8, 9, 10], "051141e": 1, "05192021556942": 6, "052405": 1, "05464865958041": 6, "055020": [1, 5, 6, 7, 8, 9, 10], "0589": [1, 5, 6, 7, 8, 9, 10], "06": [1, 5, 6, 7, 8, 9, 10], "0649": 1, "073315e": 1, "075259": 1, "086802": 1, "09446748716023": 6, "0972186842191": 6, "0982": [1, 5, 6, 7, 8, 9, 10], "098605e": 1, "1": [1, 5, 6, 7, 8, 9, 10], "10": [1, 4, 5, 6, 7, 8, 9, 10], "100": [5, 6, 8, 9, 10], "1000": [5, 6, 7, 9, 10], "101": [1, 6], "101066e": [1, 5, 6, 7, 8, 9, 10], "10171": 10, "102": 6, "103176148471476": 5, "104": 6, "105": [1, 5, 6, 7, 8, 9, 10], "1080": 8, "11": [1, 6, 8], "110m_cultur": 1, "110m_physic": 1, "112": 6, "112000": 6, "12": [1, 5, 6], "124": [1, 5, 6, 7, 8, 9, 10], "13": 1, "130": [1, 6, 7, 10], "131": 1, "132": 6, "1341307": 7, "1341308": 7, "13453768377": 6, "136": 6, "137": 2, "13833707967324": 9, "14": [1, 8], "145": 5, "145762e": [1, 5, 6, 7, 8, 9, 10], "1470": 1, "148": 6, "15": [1, 5, 6, 7, 8, 9, 10], "1524": 7, "1524404": 7, "156340903095064": 6, "156669e": 1, "157": 5, "15841313140038": 6, "159": 6, "1593": 7, "1593669": 7, "16": 1, "1632": 1, "165": 1, "165054": [1, 5, 6, 7, 8, 9, 10], "166": 8, "168951714418203": 5, "17": [1, 8], "1703992089883": 6, "17653047007545": 6, "177613134": 7, "1789": 1, "18": [1, 5, 6, 7, 8, 9, 10], "180": [1, 2, 5, 6, 8, 9, 10], "1801364234981": 6, "1820804843035": 6, "1830": 2, "18692017366623": 6, "1880": 2, "19": 1, "1924": 2, "193348e": 1, "19386139956729": 6, "1950": 2, "198918e": 1, "1e": 10, "2": [1, 3, 5, 6, 7, 8, 9, 10], "20": [1, 2, 6, 7, 10], "200": 9, "2056": 1, "2076": 7, "2076501": 7, "20961159223961": 6, "21": 1, "211621": 1, "218080e": [1, 5, 6, 7, 8, 9, 10], "22": [2, 5], "226950e": 1, "22844748540258": 6, "23056009359964": 6, "2357": 1, "235851e": 1, "23613453768377": 6, "240212": [1, 5, 6, 7, 8, 9, 10], "241": 1, "2446": 7, "2446670": 7, "25": 1, "250631": [1, 5, 6, 7, 8, 9, 10], "250923e": 1, "25494": 2, "257223563": 2, "25759400470386": 6, "2597479914522": 6, "26": 1, "260": 6, "260236": 6, "261799": 1, "263296e": 1, "263779e": 1, "26443374199349": 6, "266154": 1, "2672998277903": 6, "27": 6, "270": 8, "2705": [1, 5, 6, 7, 8, 9, 10], "27065999040772": 6, "274201e": 1, "277033e": 1, "278164": 1, "28": 1, "2813": 1, "2823": 6, "2858": 6, "286": 6, "2862": 6, "286259": 6, "286558e": [1, 5, 6, 7, 8, 9, 10], "287002720790326": 6, "29": [1, 5, 6, 7, 8, 9, 10], "291305596308824": 6, "29186326482345": 6, "292850109": 7, "29443152420481": 6, "29459964930597": 6, "297512e": [1, 5, 6, 7, 8, 9, 10], "298": 2, "2a": 2, "2d": 1, "3": [1, 2, 5, 6, 7, 8, 9, 10], "30": [1, 5, 6], "304276": [1, 5, 6, 7, 8, 9, 10], "31": 1, "31719425393653": 6, "32": 1, "32002071588883": 6, "33333333333331": 8, "333443e": 1, "34": [1, 5], "3414": 1, "34405626799516": 6, "3441": [1, 5, 6, 7, 8, 9, 10], "3444": 1, "3450112546059": 6, "347897e": 1, "3589541022366": 9, "35980367525435": 6, "36": 1, "360": [5, 6, 8, 9], "3601": [1, 5, 6, 7, 8, 9, 10], "36026990555973": 6, "366086": 1, "369324": 1, "37804142647055": 6, "378814": 1, "382939": 1, "389526e": [1, 5, 6, 7, 8, 9, 10], "3922": 1, "3d": 1, "4": [1, 3, 5, 6, 7, 8, 9, 10], "40": [1, 5, 6, 7, 8, 9, 10], "4017": [1, 5, 6, 7, 8, 9, 10], "40182242747838": 6, "404292850109": 7, "406870": 1, "41": [1, 5, 6, 7, 8, 9, 10], "410929434369436": 8, "42": [1, 5, 6, 7, 8, 9, 10], "42071630165334": 6, "45097760323463": 6, "451220": 1, "452465e": 1, "454228e": 1, "457769e": [1, 5, 6, 7, 8, 9, 10], "45914389340653": 6, "47": 7, "475261312703864": 6, "47820922569627": 6, "4793263654725": 6, "47932636547252": 6, "4802543416051": 6, "48025434160511": 6, "48050569778584": 6, "481816": [1, 5, 6, 7, 8, 9, 10], "489280": 1, "49180375272644": 6, "4934": 1, "49699780715814": 8, "5": [1, 2, 4, 5, 6, 7, 8, 9, 10], "5000": 1, "50067925996674": 6, "5015510165777": 7, "50718325253314": 8, "50905885116296": 6, "50m_cultur": 1, "50m_physic": 1, "51": 1, "51007310432796": 6, "51048829569022": 6, "514155": 1, "51670080386281": 6, "52579917182065": 6, "526094791": 7, "52623685097386": 6, "526456e": [1, 5, 6, 7, 8, 9, 10], "529809e": [1, 5, 6, 7, 8, 9, 10], "52990375235937": 6, "532213639344": 6, "5322136393447": 6, "5342585": 10, "53508118686946": 6, "535712e": 1, "54": 7, "5411": 1, "5435": 1, "545166": 1, "5453": 1, "54667886388195": 6, "55029102855308": 7, "5510165778": 7, "55154860348821": 6, "55154860505925": 6, "5518": [1, 5, 6, 7, 8, 9, 10], "553499e": 1, "5554326250441": 6, "55994883031889": 6, "562495e": [1, 5, 6, 7, 8, 9, 10], "56983029584387": 6, "572596e": 1, "572949e": 1, "579048241302566": 6, "579246749547636": 6, "579828e": 1, "580586e": 1, "58076564323979": 7, "582524e": 1, "583468333429785": 6, "59": 8, "59464096704978": 6, "59638380227174": 6, "596600468550456": 6, "5974799145215": 6, "6": [1, 6, 10], "60": [1, 6, 7, 10], "6077": 1, "62124342116076": 7, "62437950079696": 6, "633222115": 7, "633228": 1, "6356": 2, "6371": 2, "6378": 2, "6378137": [1, 2, 5, 6, 7, 8, 9, 10], "64": 1, "6410458977634": 9, "64283438472448": 6, "646334650419192": 5, "6476998255": 10, "65010115530707": 6, "66": [1, 5, 6, 7, 8, 9, 10], "66032978955507": 6, "66406520473303": 6, "665293789240074": 6, "66666666666667": 8, "66881568690329": 6, "669526094791": 7, "67": 2, "670633222115": 7, "67073593071231": 6, "672067": 1, "677556": 1, "678169e": [1, 5, 6, 7, 8, 9, 10], "689551e": 1, "69956840796515": 6, "7": [1, 6], "700506064664665": 6, "70144152851926": 6, "707820162798164": 6, "71": [1, 5, 6, 7, 8, 9, 10], "7107954391427": 6, "71112689737456": 6, "711226442193585": 6, "71150732723615": 6, "712394e": [1, 5, 6, 7, 8, 9, 10], "72": 1, "720": 8, "720816e": 1, "723967826794556": 6, "72708599453554": 6, "72793890397021": 6, "7295": 6, "73": 6, "730215e": 1, "73281874084786": 6, "73410083358552": 6, "73462859187762": 6, "738963248145": 10, "73902023120852": 6, "739786e": 1, "74": 6, "74716436193266": 6, "74799145217": 6, "75": [6, 8], "750406941471915": 8, "75040694147194": 8, "75128706952139": 6, "751302958796096": 8, "7513029587961": 8, "751388471834524": 8, "75138847183453": 8, "7523142": 2, "75243173435998": 6, "7527": [1, 5, 6, 7, 8, 9, 10], "75389614502746": 6, "75525245755491": 7, "75527239726804": 6, "7643": 6, "7666": 1, "77": [1, 6], "78": 6, "784488e": 1, "786544424077": 6, "79": [1, 6], "7908": 1, "790822409112124": 6, "792189e": 1, "795630e": 1, "8": [1, 6], "80": [1, 2, 6, 7, 8], "800538": 1, "81": [6, 8], "811312209497714": 6, "81470141834599": 6, "816544e": 1, "82": 6, "82126442135142": 6, "8262": 1, "83": 6, "831473": [1, 5, 6, 7, 8, 9, 10], "839925e": 1, "84": [0, 2, 5, 6, 8, 9, 10], "848049822017195": 6, "848200": [1, 5, 6, 7, 8, 9, 10], "85": 6, "854567": 1, "8568290209118": 6, "86": 6, "862866e": 1, "863050e": 1, "87": 9, "872403": [1, 5, 6, 7, 8, 9, 10], "875": 6, "8750": 1, "88": 6, "880354e": 1, "88543667319323": 6, "89": 6, "890914": 1, "89253363227026": 6, "89682385152852": 5, "9": [1, 2, 6], "90": [1, 5, 6, 8, 9, 10], "9012334462751": 6, "90264994540797": 6, "91": 6, "92": [6, 9], "923426": 1, "924585e": 1, "93": 6, "93032741511365": 6, "930480e": [1, 5, 6, 7, 8, 9, 10], "93144054027105": 6, "94": 6, "9408": 1, "95": [1, 5, 6, 7, 8, 9, 10], "95654352480192": 6, "96": 6, "964322e": [1, 5, 6, 7, 8, 9, 10], "96514530459759": 5, "969252e": 1, "97": 6, "971059e": 1, "9734": 1, "9752": 1, "976252": 1, "976657": [1, 5, 6, 7, 8, 9, 10], "98": 6, "99": [6, 8], "991125e": 1, "99217723746453": 6, "996364e": 1, "998489": 1, "A": [0, 1, 2, 5, 6, 7, 8, 10], "And": 4, "At": 2, "BY": 3, "Be": 4, "By": 8, "For": [2, 4, 6, 7, 8], "If": [0, 2, 4, 5, 7, 9, 10], "In": [1, 2, 4], "It": 7, "Its": 5, "One": 2, "Or": 4, "The": [0, 2, 3, 4, 5, 6, 8, 9], "Then": [4, 10], "These": [1, 4], "To": [2, 6, 7, 8], "Will": [1, 5, 6, 7, 8, 9, 10], "With": [1, 6], "_": [5, 6, 7, 8, 9], "__init__": 1, "a_coord": 5, "ab": [5, 6, 7, 8, 9, 10], "abl": 0, "about": [2, 8], "abov": 4, "acccount": 7, "access": [4, 5, 9, 10], "account": [2, 6], "accur": 2, "aco": [6, 7, 8], "across": [2, 7], "activ": 0, "actual": 6, "acut": 0, "ad": [4, 10], "adapt": 3, "add": [2, 4, 7, 10], "add_featur": [1, 5, 6, 7, 8, 9, 10], "addit": [0, 2, 8], "admonit": 4, "advantag": 2, "after": [0, 4], "airi": 2, "airport": [6, 7], "al": 1, "align": 4, "all": [0, 2, 3, 4, 5, 6, 7, 8, 9, 10], "allow": [4, 10], "along": [0, 1, 2, 5, 9], "along_track_dist": 7, "alpha": 10, "also": [2, 4, 7, 10], "alt": [4, 5, 9, 10], "altitud": 1, "altogeth": 4, "alwai": [0, 3, 9], "amazonaw": 1, "an": [0, 4, 5, 6, 8, 9, 10], "analys": 8, "andra": 2, "angl": [0, 1, 2, 9, 10], "angle_between_arc": 5, "angle_between_plan": 5, "angular": [6, 7], "angular_distance_start_new": 7, "ani": [1, 2, 4, 5, 8, 9, 10], "anitpod": [5, 6, 7, 8, 9], "annot": 5, "anti_lat": [6, 8], "anti_lon": [6, 8], "anticlockwis": 5, "antipod": [0, 5, 7, 9], "anywher": 4, "apach": 3, "apl4": 2, "appar": 2, "appear": 6, "append": [5, 6, 7, 8, 9], "approach": 2, "appropri": [3, 4, 10], "approx": 2, "approxim": [2, 4], "ar": [0, 1, 2, 3, 5, 6, 7, 8, 9, 10], "arang": [5, 6, 8, 9], "arc": [0, 1, 5, 8], "arc_point": [5, 6, 7, 9], "arcco": [1, 5, 6, 7, 8], "archiv": 3, "arcsin": [6, 7, 8], "arctan": [1, 5, 6, 7, 8, 9], "arctan2": [5, 6, 9], "area": [0, 5], "area_of_polygon_project": 10, "arecibo": [1, 5, 6, 7, 8, 9, 10], "arevalo": 2, "armi": 4, "around": [1, 2, 4, 6], "arrai": [5, 6, 8, 9, 10], "arrow": 10, "art": 2, "asin": [6, 7, 8], "ask": 4, "associ": [2, 6], "assum": [1, 2], "astronomi": 2, "at_dist": 7, "atan2": 6, "atd": 7, "attribut": [4, 10], "aust_sa": 2, "author": [3, 4, 10], "authorship": [4, 10], "avail": 0, "avform147": [5, 6, 8, 9], "aviat": 7, "avit": 2, "avoid": 4, "ax": [1, 5, 6, 7, 8, 9, 10], "axi": [1, 2, 5, 6, 8], "azimuth": 1, "b": [2, 5, 6, 7, 8], "b_coord": 5, "background": 4, "base": [0, 1, 5, 6, 7, 8, 9, 10], "bear": [0, 2, 5, 7, 8, 9], "bearing_between_point": 6, "bearing_math": 6, "becaus": 6, "befor": [4, 5, 6, 7, 9, 10], "begin": 4, "below": [0, 4, 5, 9, 10], "bess_nam": 2, "bessel": 2, "beta": 4, "between": [0, 1, 2, 7, 8, 9, 10], "bewteen": 5, "black": [1, 5, 6, 7, 8, 9, 10], "blob": [5, 6, 8, 9], "blue": 5, "bodi": [4, 10], "book": [0, 3, 4, 10], "border": [1, 6, 7], "boston": [1, 5, 6, 7, 8, 9, 10], "both": [0, 2, 9], "bottom": [4, 10], "boulder": [1, 5, 6, 7, 8, 9, 10], "bracket": 4, "branch": 2, "breakdown": 0, "brief": [4, 10], "briefli": 4, "broken": 0, "brummelen": 2, "build": 4, "c": [1, 2, 5, 6, 7, 8, 9, 10], "c_coord": 5, "cairo": [1, 6, 9, 10], "calcul": [0, 1, 2, 6, 7, 8, 9, 10], "calculate_intermediate_pt": 6, "can": [0, 1, 2, 4, 5, 6, 7, 8, 9, 10], "canaver": [1, 7], "cannot": 6, "canon": [4, 5, 9, 10], "cape": [1, 7], "captur": 7, "care": 4, "cario": 6, "cart_i": [1, 5, 6, 7, 8, 9, 10], "cart_x": [1, 5, 6, 7, 8, 9, 10], "cart_z": [1, 5, 6, 7, 8, 9, 10], "cartesian": 0, "cartesian_coordin": [1, 5], "cartesian_to_spherical_coordin": 1, "cartopi": [0, 1, 4, 5, 6, 7, 8, 9, 10], "catograph": 2, "cc": 3, "ccr": [1, 5, 6, 7, 8, 9, 10], "cd": 0, "cell": [0, 4, 5, 9, 10], "center": [0, 1, 2, 10], "cfeatur": [1, 5, 6, 7, 8, 9, 10], "chang": 0, "chapter": [0, 8], "check": 4, "check_lat": 7, "check_lon": 7, "check_point": 7, "circl": 1, "circumnavig": 6, "cirlc": [5, 9], "citat": [4, 10], "clairaut_formula_max": 8, "clairaut_formula_min": 8, "clarif": 4, "clark": 2, "cleanli": [4, 10], "clear": [4, 10], "click": 0, "client": 2, "clockwis": [0, 5], "clone": 0, "close": [2, 6], "closest": 7, "closest_point": 7, "cloud": 0, "clrk66": 2, "clrk80": 2, "clrk80ign": 2, "co": [1, 2, 5, 6, 7, 8, 9, 10], "coastlin": [1, 5, 6, 7, 8, 9, 10], "code": [0, 3, 4, 10], "colinear": 5, "collect": 2, "collinear": 10, "color": [1, 5, 6, 7, 8, 9, 10], "column": [5, 6, 7, 8, 9, 10], "com": [0, 1, 2, 4, 5, 6, 8, 9, 10], "combin": [1, 2], "comfort": 4, "comment": 4, "commit": [4, 10], "common": 3, "commonli": [0, 2], "commun": [1, 3], "compar": [0, 6], "comphrensh": 2, "complet": 0, "complex": 2, "comprehens": 2, "comput": 0, "concept": [0, 1, 4, 5, 6, 7, 8, 9, 10], "conclud": [4, 10], "conda": 0, "condit": 5, "confirm": [4, 10], "connect": 0, "conquer": 4, "consid": [4, 10], "constant": 8, "consult": 8, "consumpt": 3, "contact": [4, 10], "contain": [2, 5, 9], "content": [3, 5, 9, 10], "continu": [2, 4, 5, 9], "contribut": [4, 10], "convert": 0, "cookbook": 1, "coordin": [0, 2, 5, 6, 7, 8, 9, 10], "copi": 4, "copyright": [4, 10], "cora": 0, "corner": 0, "cornflowerblu": 6, "correct": 2, "could": [4, 10], "counterclockwis": [0, 5], "countri": 7, "cours": [7, 8], "cover": [0, 2], "cpm": 2, "cr": [1, 5, 6, 7, 8, 9, 10], "crash": 4, "creat": [0, 2], "creativ": 3, "credit": [3, 4, 10], "cricl": 6, "cross": [0, 5, 6, 9, 10], "cross_prod": 5, "cross_track_dist": 7, "crosst_dist": 7, "crow": 0, "crs_ab": 7, "crs_ad": 7, "ct_distanc": 7, "current": 7, "curv": [0, 2, 6], "curve_orient": 10, "custom": 4, "cut": 2, "cyan": [5, 9], "d": [4, 6, 10], "d_at": 7, "d_xt": 7, "danish": 2, "dat": 7, "data": [0, 2, 5, 6, 7, 8, 9, 10], "def": [1, 5, 6, 7, 8, 9, 10], "default": [2, 8], "defin": [2, 5, 6, 8], "definit": 2, "deg2rad": [1, 5, 6, 7, 8, 9], "degre": [1, 2, 5, 6, 7, 8], "delmbr": 2, "delta_13": 7, "delta_xt": 7, "demo": 4, "demonstr": [0, 5, 9, 10], "den": [5, 6, 7, 8, 9], "denot": 4, "denver": 6, "deriv": [2, 8], "describ": [0, 1, 4], "descript": [2, 4], "destin": [5, 6, 7, 9], "detail": [0, 5], "determiend": 6, "determin": [0, 5], "determine_latitude_from_longitud": 7, "dev": 1, "dia": 6, "diamet": 0, "diametr": [5, 6, 7, 8, 9], "dict_kei": 2, "differ": [0, 1, 2, 5, 6], "differenti": 8, "difficult": 2, "direct": [0, 9], "direct_angl": 5, "directed_angl": 5, "directli": [1, 2, 4, 5, 9, 10], "directori": 0, "discov": 7, "displai": 4, "dist_ad": 7, "distanc": [0, 1, 2, 5, 9, 10], "distance_between_points_default": 6, "distance_between_points_met": [5, 6, 7, 9], "distance_between_points_smal": 6, "distance_default": 6, "distance_m": [6, 7], "distance_m_start_new": 7, "distance_met": [5, 6, 7, 9], "distance_smal": 6, "distance_to_mov": [5, 6, 7, 9], "distance_unit_sphere_default": 6, "distance_unit_sphere_smal": 6, "distant": 7, "distinguish": 4, "divid": [4, 5], "do": [4, 5, 9, 10], "doc": 4, "document": [4, 10], "doi": 3, "don": 4, "done": [4, 10], "dot": [4, 5, 6, 8, 9, 10], "down": [4, 6, 10], "download": 1, "downloadwarn": 1, "drawn": 0, "due": [4, 10], "dxt": 7, "e": 0, "each": [0, 4, 5, 6, 9], "earth": [0, 1, 2, 5, 6, 7, 8, 9, 10], "earth_radiu": [1, 5, 6, 7], "earthdata": 2, "easili": 2, "ed": [2, 6, 8], "edgecolor": [1, 5, 6, 7, 8, 9, 10], "edit": [4, 5, 9, 10], "edwilliam": [5, 6, 8, 9], "effect": 3, "either": [0, 4, 5, 9, 10], "ellipsod": [5, 6, 8, 9, 10], "ellipsoid": [1, 8], "ellp": [5, 6, 7, 8, 9, 10], "els": [4, 5, 6, 7, 8, 9, 10], "emb": 4, "embed": [4, 5, 9, 10], "en": 10, "enabl": [0, 4, 10], "end": [4, 5, 6, 7, 8, 9, 10], "end_gc1": [5, 9], "end_gc2": [5, 9], "end_lat": [5, 6, 7, 9], "end_lon": [5, 6, 7, 9], "end_point": [6, 7, 8, 9], "end_pt": 6, "eng": 2, "enter": 0, "entir": 2, "enumer": 10, "env": [0, 1], "environ": 0, "equal": [2, 5, 7, 9], "equat": [2, 4, 8], "error": [2, 4, 6, 7, 8], "especi": 2, "estim": [4, 7], "etc": [4, 10], "euclidean": 2, "even": [0, 4, 10], "event": 1, "evrst30": 2, "evrst48": 2, "evrst56": 2, "evrst69": 2, "evrstss": 2, "exact": 6, "exampl": [0, 2, 8], "excess": [1, 5, 6, 7, 8, 9, 10], "execut": 0, "exist": [0, 4, 9], "expand": [5, 6, 8, 9], "expect": 7, "expected_lat": 7, "explicitli": 4, "extern": [4, 10], "extra": 4, "extrem": 2, "f": [0, 1, 5, 6, 7, 8, 9, 10], "face": 2, "factor": 2, "fajardo": 2, "fallen": 2, "fals": [1, 5, 6, 7, 9, 10], "false_": 7, "familiar": 4, "favor": 2, "featur": [0, 1, 2, 5, 6, 7, 8, 9, 10], "feel": [4, 10], "few": [4, 10], "field": 2, "fig": [1, 5, 6, 7, 8, 9, 10], "figsiz": [1, 5, 6, 7, 8, 9, 10], "figur": 0, "file": [0, 1, 5, 6, 7, 8, 9, 10], "fill": [4, 10], "filter": [5, 6, 8, 9], "final": [2, 4, 6, 10], "final_posit": [5, 6, 7, 9], "find": [0, 2, 5, 7, 8], "finish": [4, 10], "first": 0, "five": [4, 10], "fix": [1, 10], "flat": 2, "flatten": 2, "flatter": 2, "fli": 0, "float64": [5, 6, 8, 9], "fly": 6, "follow": [0, 4], "fontsiz": 5, "forgotten": 2, "form": [0, 2, 5], "format": 4, "formulari": [2, 7], "forward": [2, 6], "forward_bear": [5, 6, 7, 9], "found": [5, 6, 7, 8, 9], "foundat": 4, "frac": [1, 2, 6, 7], "free": [3, 4, 10], "from": [0, 1, 2, 4, 5, 6, 7, 9, 10], "front": 4, "fschr60": 2, "fschr60m": 2, "fschr68": 2, "fuel": 7, "full": 10, "function": [2, 4, 8], "fundament": 2, "further": 10, "futur": 1, "fwd_bear": [6, 7, 8], "fwd_bearing_start_end": 7, "fwd_bearing_start_new": 7, "fz": 5, "gc": [0, 1, 9], "gc_lat_lon": [5, 6, 8, 9], "gc_lon": [5, 6, 8, 9], "gc_lon_lst": [5, 6, 8, 9], "gc_one_arc_pt": [5, 9], "gc_one_lat_pt": [5, 9], "gc_two_arc_pt": [5, 9], "gc_two_lat_pt": [5, 9], "gener": [0, 4, 5, 8, 9], "generate_latitude_along_gc": [5, 6, 8, 9], "geocod": 2, "geod": [5, 6, 7, 8, 9, 10], "geodes": [0, 5, 6, 7, 8, 9], "geodet": [1, 2], "geograph": 1, "geometr": 2, "geophys": 2, "geopi": [0, 2, 5, 7, 9, 10], "geoscienc": 2, "geospher": [5, 6, 8, 9], "gerat": 5, "get": [0, 4, 5, 6, 7, 8, 9, 10], "get_ellps_map": 2, "gi": 2, "git": 0, "github": [0, 3, 5, 6, 8, 9], "give": [3, 4, 10], "given": [0, 6, 7, 8, 10], "glen": 2, "global": 2, "globe": [6, 9], "globem": 9, "good": [2, 4], "got": 4, "gp": 2, "gr": 2, "graph": [1, 5, 7, 8, 9, 10], "graviti": [2, 6], "great": 1, "great_circle_arc_pt": 7, "great_circle_pt": 8, "greatcircl": [5, 6, 8, 9], "green": [5, 7, 8, 9], "greenwich": [1, 5, 6, 7, 9, 10], "grei": [1, 6, 7], "grs67": 2, "grs80": 2, "gsk2011": 2, "gt": 6, "h": 4, "ha": [2, 5, 6, 7], "handl": [5, 6, 8, 9], "hanl": 1, "have": [0, 2, 4, 5, 8, 9], "head": [5, 6, 7, 8, 9, 10], "heavenli": 2, "heavi": [4, 10], "held": 6, "hello": 4, "helmert": 2, "help": [1, 4, 5, 6, 7, 8, 9, 10], "here": [2, 4, 5, 9, 10], "hesit": 4, "high": [4, 10], "histor": 2, "hit": 7, "home": 1, "hong": 6, "hough": 2, "houston": [1, 5, 6, 7, 8, 9, 10], "how": [0, 2, 4, 10], "howev": [2, 4, 8, 10], "htm": [5, 6, 8, 9], "html": [4, 5, 9, 10], "http": [0, 1, 2, 4, 5, 6, 8, 9, 10], "i": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10], "iau76": 2, "icon": 0, "idea": [4, 7], "ident": 2, "iloc": [5, 6, 7, 8, 9, 10], "imag": [0, 1, 2, 4, 5, 9, 10], "imagin": 6, "img": [4, 5, 9, 10], "import": [0, 7], "includ": [0, 2, 4, 5, 9, 10], "increas": [7, 8], "index": [1, 5, 6, 7, 8, 9, 10], "indiana": 0, "inform": [4, 5, 6, 8, 9, 10], "infring": [4, 10], "initi": [5, 7], "input": [5, 6, 7, 8, 9, 10], "insect": 2, "inspir": 4, "instead": [2, 4, 7, 8], "interact": 0, "interest": 0, "interfac": 2, "intermedi": [0, 5, 8, 9], "intermediate_geodes": 6, "intermediate_lat_lon": 6, "intermediate_point": 6, "intermediate_pt": 6, "intermediate_unit_spher": 6, "intern": 2, "interpolate_points_along_gc": [5, 6, 7, 9], "intersect": [0, 2, 8], "intersect_pt": [5, 9], "intersection_of_gc": [5, 9], "intersection_point": 9, "interspers": 4, "intl": 2, "intro": [1, 4, 5, 6, 7, 8, 9, 10], "introductori": [4, 5, 9], "inv": [5, 6, 7, 8, 9], "invalid": [5, 6, 7, 8, 9, 10], "invers": [2, 5], "io": 1, "ira": 2, "irregular": 2, "is_antipod": 6, "is_clockwis": 10, "isnan": 6, "its": [2, 7], "johannesburg": [1, 5, 9], "jone": 0, "jupyt": [0, 4, 10], "jupyterlab": 0, "just": [4, 10], "kaula": 2, "keep": [4, 5, 9], "kei": [2, 4, 8, 10], "kernel": [4, 10], "kilomet": [2, 5, 6, 7, 9], "km": [2, 6, 7, 10], "know": [0, 4], "known": [2, 7], "kong": 6, "krass": 2, "l18c3": [5, 6, 8, 9], "l18c7": [5, 6, 8, 9], "lab": [0, 4], "label": [4, 5, 6, 8, 9], "lai": 4, "lambda": [1, 5, 6, 7, 8, 9, 10], "larg": 2, "largest": [0, 2], "lat": [5, 6, 8, 9], "lat1": [5, 6, 7, 8, 9], "lat2": [5, 6, 7, 8, 9], "lat_end": [5, 6, 7, 9], "lat_lon": 8, "lat_lon_lst": 6, "lat_lon_point": [5, 6, 7, 9], "lat_lon_pt": [6, 9], "lat_north": [1, 5, 6, 7, 8, 9, 10], "lat_south": [1, 5, 6, 7, 8, 9, 10], "lat_start": [5, 6, 7, 9], "lata": 6, "latb": 6, "latest": 3, "latex": 4, "latitud": [0, 1, 5, 6, 7, 9, 10], "launch": 0, "le": 6, "lead": [4, 5, 9], "learn": [1, 2, 4, 5, 6, 7, 8, 9, 10], "least": 2, "leav": 4, "left": [5, 7, 9], "legal": [4, 10], "legend": [5, 9], "len": [5, 6, 8, 9, 10], "length": [0, 6], "lerch": 2, "less": [5, 6, 7, 9], "let": [4, 5, 9, 10], "level": 10, "li": [0, 5], "lib": 1, "librari": 2, "licens": 3, "lift": [4, 10], "like": [0, 1, 2, 4, 6, 8, 10], "limit": [6, 8], "linalg": 5, "line": [0, 1, 2, 6], "line_of_intersect": [5, 9], "linear": 10, "link": [4, 5, 9, 10], "list": [2, 4, 5, 8, 9], "live": 0, "ll": [0, 4], "loc": [5, 6, 7, 8, 9, 10], "local": [0, 2], "locat": [1, 5, 6, 7, 8, 9, 10], "location_coord": 1, "location_df": [1, 5, 6, 7, 8, 9, 10], "location_full_coord": [1, 5, 6, 7, 8, 9, 10], "logan": 6, "logo": [4, 5, 9, 10], "lon": [5, 6, 8, 9], "lon1": [5, 6, 7, 8, 9], "lon2": [5, 6, 7, 8, 9], "lon_b": 7, "lon_d": 7, "lon_east": [1, 5, 6, 7, 8, 9, 10], "lon_end": [5, 6, 7, 9], "lon_start": [5, 6, 7, 9], "lon_west": [1, 5, 6, 7, 8, 9, 10], "lona": 6, "lonb": 6, "long": 3, "longer": [4, 7], "longitud": [0, 1, 2, 5, 6, 7, 8, 9, 10], "longitude_lst": [5, 6, 8, 9], "look": [4, 10], "loos": 4, "low": 7, "lower": 9, "loyal": 4, "lst_of_coord": 6, "m": 4, "machin": [4, 10], "machu": 1, "made": 6, "magnitud": 5, "mai": 2, "main": [0, 4], "major": 2, "make": [0, 1, 2, 4, 5, 7, 9, 10], "manag": 4, "mani": [1, 2], "manual": 4, "map": [4, 5, 7, 8, 9, 10], "mark": [4, 10], "markdown": [4, 5, 9, 10], "master": [5, 6, 8, 9], "materi": [0, 3, 4, 5, 9, 10], "math": 6, "mathemat": [0, 2], "mathet": 8, "mathjax": 4, "mathworld": 0, "matploblib": 1, "matplotlib": [0, 1, 5, 6, 7, 8, 9, 10], "max": 5, "max_coord": 8, "max_lat": 8, "max_lat_lon": 8, "maximum": [0, 7], "mcmurdo": 1, "mean": [0, 2, 3, 7, 10], "measur": [1, 2, 5], "meet": 1, "merdiain": [5, 6, 8, 9], "meridian": [5, 6, 7, 8, 9], "meridian_lat": [5, 6, 8, 9], "merit": 2, "metadata": 4, "meter": [1, 2, 5, 7], "midpoint": 0, "min": [4, 5, 7, 8], "min_coord": 8, "min_lat": 8, "min_lat_lon": 8, "miniconda3": 1, "minimum": [0, 7], "minut": [1, 2, 4, 5, 6, 7, 8, 9, 10], "mod_airi": 2, "model": 2, "moment": 0, "more": [2, 4, 5, 8, 9, 10], "most": [4, 10], "mous": 0, "movabl": [2, 6], "move": [0, 4, 5, 6, 7, 9, 10], "move_to_next_point": [5, 6, 7, 9], "moveabl": [6, 7], "mprt": 2, "n": [5, 7, 8, 9], "n_pt": 6, "n_total_point": [5, 6, 7, 9], "name": [1, 5, 6, 7, 8, 9, 10], "nan": 7, "narr": 4, "naturalearth": 1, "navbar": 4, "navig": [0, 2], "ne_110m_admin_0_boundary_lines_land": 1, "ne_110m_admin_1_states_provinces_lak": 1, "ne_110m_coastlin": 1, "ne_50m_admin_0_boundary_lines_land": 1, "ne_50m_admin_1_states_provinces_lak": 1, "ne_50m_coastlin": 1, "necessari": [1, 4, 5, 6, 7, 8, 9, 10], "need": [0, 4, 5, 9, 10], "neg": [5, 7, 10], "netcdf": 4, "new": [1, 4, 5, 6, 7, 9], "new_intl": 2, "new_lat": [5, 6, 7, 8, 9], "new_lon": [5, 6, 8, 9], "new_point": 7, "new_point_arc_pt": 7, "new_points_lst": 7, "newli": [5, 6, 7, 9], "non": [3, 4, 10], "none": [1, 5, 6, 7, 8, 9, 10], "nonsequenti": [4, 10], "norm": 5, "normal": [5, 9], "normal_on": [5, 9], "normal_two": [5, 9], "northernmost": 8, "note": [1, 4, 5, 6, 7, 8, 9, 10], "notebook": [2, 5, 9, 10], "now": 0, "np": [1, 5, 6, 7, 8, 9, 10], "ntoler": 7, "num": [5, 6, 7, 8, 9], "number": [4, 5, 6, 8, 9], "number_of_lon_pt": [5, 6, 8, 9], "numpi": [1, 5, 6, 7, 8, 9, 10], "nwl9d": 2, "object": [4, 10], "oblat": 2, "obtain": 5, "obtus": 0, "obtuse_acute_angl": 5, "obtuse_angl": 5, "offset": 5, "one": [2, 4, 5, 9, 10], "onli": [2, 4, 8, 10], "onto": 0, "open": [0, 3], "opposit": [2, 5, 6, 7, 8, 9], "option": 2, "order": 0, "org": [5, 6, 8, 9, 10], "orient": 2, "origin": [1, 5, 7], "other": [2, 4, 10], "otherwis": 4, "our": [4, 10], "out": [2, 4, 5, 6, 8, 9], "output": [0, 1, 4, 6, 8, 10], "overestim": [4, 7], "overlap": 10, "overli": [6, 8], "overshoot": [5, 6, 7, 9], "overview": 0, "p": 7, "packag": [0, 1, 2, 4], "page": [4, 10], "panda": [1, 5, 6, 7, 8, 9, 10], "paragraph": [4, 5, 9, 10], "parallel": [0, 7], "parrellel": 8, "pass": [2, 5, 6, 7, 8, 9], "passeng": 6, "patch": 0, "path": [0, 1], "pd": [1, 5, 6, 7, 8, 9, 10], "peopl": [4, 10], "per": [4, 7], "perfect": 2, "perimt": 10, "permiet": [0, 10], "perpendicular": 1, "phi": [1, 5, 6, 7, 8, 9, 10], "pi": [5, 6, 7, 8, 9], "picchu": 1, "piec": [4, 10], "pink": [5, 9], "place": 2, "plagiar": [4, 10], "plai": [2, 4], "plan": 7, "planar": 2, "plane": [0, 2, 5, 6, 7, 9], "planet": [0, 2, 6], "platecarre": [1, 5, 6, 7, 8, 9, 10], "plessi": 2, "plot": [0, 7, 10], "plot_area": 10, "plot_clockwis": 10, "plot_coordin": 6, "plot_coordinate_max_min": 8, "plot_cross_track": 7, "plot_gc_directed_angl": 5, "plot_gc_with_intersect": 9, "plt": [1, 5, 6, 7, 8, 9, 10], "png": [4, 5, 9, 10], "point": [0, 1, 2, 4, 9], "point_along_path": 7, "points_along_arc": [5, 6, 9], "polar": 0, "polar_coordin": 1, "polar_i": [1, 5, 6, 7, 8, 9, 10], "polar_x": [1, 5, 6, 7, 8, 9, 10], "polar_z": [1, 5, 6, 7, 8, 9, 10], "pole": [2, 5, 6, 7, 8, 9], "poly_area_m": 10, "poly_perimeter_m": 10, "poly_pt": 10, "polygon": [0, 5], "polygon_area_perimet": 10, "popul": 4, "popular": 2, "posit": [0, 1, 5, 6, 7, 9], "postiv": [5, 10], "pow": [5, 9], "power": [0, 2], "prefer": [4, 5, 9, 10], "preis": 2, "present": 0, "press": 0, "previou": [5, 8], "print": [2, 4, 5, 6, 7, 8, 9, 10], "problem": 4, "process": 4, "product": [5, 6, 8, 9, 10], "program": 0, "proj": 2, "project": [0, 1, 2, 3, 5, 6, 7, 8, 9, 10], "projection_map": [1, 5, 6, 7, 8, 9, 10], "projectpythia": 0, "proof": 2, "provid": [1, 2, 4, 10], "pt": 10, "pt_lst": 10, "pull": [4, 10], "purpl": [7, 9], "purpos": [2, 8], "put": 4, "py": 1, "pyplot": [1, 5, 6, 7, 8, 9, 10], "pyproj": [0, 2, 5, 7, 8, 9, 10], "pythia": [0, 3], "python": [0, 1, 4], "python3": 1, "pz90": 2, "qarawiyyin": 1, "quadrilater": 0, "question": [2, 4], "quick": 10, "quiver": [5, 10], "r": [1, 5, 6, 7, 8, 9], "rad2deg": [5, 6, 7, 8, 9], "radial": 1, "radian": [1, 5, 6, 7, 8, 9, 10], "radiu": [1, 2, 6, 7], "rang": [5, 6, 8, 9, 10], "rather": 2, "raw": [4, 5, 9, 10], "re": [4, 10], "read": [1, 4, 5, 6, 7, 8, 9, 10], "read_csv": [1, 5, 6, 7, 8, 9, 10], "reader": [4, 10], "rectangular": [1, 5], "red": [1, 5, 6, 7, 8, 9, 10], "reduc": 2, "ref_lon": 6, "refer": 2, "referenc": [4, 10], "reiter": [4, 10], "relat": 8, "relationship": 8, "relationshsip": 2, "releas": 3, "relev": [4, 5, 9, 10], "reli": 0, "remain": 7, "remot": 2, "remov": 4, "renam": [1, 5, 6, 7, 8, 9, 10], "replac": 7, "repositori": 0, "request": [4, 10], "requir": [4, 5, 9], "resolut": 8, "resolv": 3, "respect": 7, "restart": [4, 10], "result": [2, 5, 8], "return": [1, 5, 6, 7, 8, 9, 10], "reus": 3, "reverse_bear": 7, "review": [4, 10], "reykjav\u00edk": [1, 5, 9], "rf": 2, "rho": [1, 4, 5, 6, 7, 8, 9, 10], "rhumb": [0, 6], "right": [0, 2, 4, 5, 7], "rigor": [4, 10], "rocket": 0, "role": 2, "rom": 6, "rotat": [1, 5], "rough": [4, 7], "round": [2, 4, 6, 7], "rspatial": [5, 6, 8, 9], "run": [4, 10], "runner": 1, "s3": 1, "safer": [4, 7], "same": 0, "satellit": [0, 2], "satistfi": 5, "save": 1, "scale": [5, 10], "scale_unit": [5, 10], "scari": 4, "scatter": [1, 5, 6, 7, 8, 9, 10], "schneck": 0, "scienc": 2, "scope": 4, "script": [2, 7], "seasia": 2, "section": [0, 5], "see": [0, 4, 5, 9, 10], "select": 0, "semi": 2, "send": [4, 10], "sens": 2, "separ": 6, "sequenti": [4, 10], "serv": 3, "servic": 2, "set": [1, 5, 6, 7, 8, 9, 10], "set_ext": [1, 5, 6, 7, 8, 9, 10], "setup": [6, 8], "sever": 2, "sgs85": 2, "shape": 2, "share": 3, "shift": 0, "ship": [0, 2], "short": [4, 5, 7, 9], "shorter": [2, 6], "shortest": 2, "should": [0, 4, 8], "show": [1, 5, 6, 7, 8, 9, 10], "shrink": [4, 5, 9, 10], "side": [2, 5, 6, 9], "sidebar": [4, 10], "sigma": 4, "sign": 5, "sign_angl": 5, "similarli": 4, "simpler": [1, 7], "simplest": 0, "simpli": 0, "sin": [1, 2, 5, 6, 7, 8, 9], "sinc": 2, "singl": [4, 10], "singll": 1, "sit": 6, "site": 1, "size": 4, "slightli": 2, "small": 2, "smallest": 8, "so": [2, 3, 4, 5, 8, 9, 10], "softwar": 4, "solut": 2, "solv": [2, 8], "some": [2, 4], "sometim": 7, "sourc": [0, 1, 2, 3], "southernmost": 8, "space": [1, 2, 5, 7, 8, 9, 10], "specif": [4, 8], "sphere": [0, 1, 8, 10], "spheric": [0, 5], "spheroid": 2, "split": [5, 6, 8, 9], "sqrt": [1, 5, 6, 7, 9], "stackexchang": 2, "standard": [2, 5], "start": [0, 4, 5, 6, 7, 8, 9, 10], "start_end_lat_lon": 6, "start_gc1": [5, 9], "start_gc2": [5, 9], "start_lat": [5, 6, 7, 8, 9], "start_lon": [5, 6, 7, 9], "start_point": [5, 6, 7, 8, 9], "start_pt": 6, "state": [2, 4, 5, 6, 7, 8, 9, 10], "stonehedg": 1, "straight": [2, 6], "strip": [1, 5, 6, 7, 8, 9, 10], "structur": 4, "stuff": 4, "subject": 8, "subplot": [1, 5, 6, 7, 8, 9, 10], "subsect": 7, "suddenli": 7, "suggest": 4, "sum": 2, "summar": [4, 10], "sure": [0, 4, 5, 9, 10], "surfac": [0, 1, 2, 6], "suscept": 7, "svalbard": [1, 6], "sy": 4, "syntax": [4, 5, 9, 10], "system": [0, 1, 2, 4, 5], "t": 4, "tabl": 4, "tackl": [4, 10], "tag": 4, "take": [2, 4, 5, 10], "takeawai": [4, 10], "tan": 1, "teach": 2, "tell": 4, "text": [1, 4, 5, 6, 7, 8, 9, 10], "than": [2, 5, 6, 7, 9], "thank": [4, 10], "thei": [4, 10], "them": [0, 4], "theta": [1, 5, 6, 7, 8, 9, 10], "theta_12": 7, "theta_13": 7, "thi": [0, 2, 4, 5, 8, 9, 10], "third": [6, 7], "three": [1, 5], "through": [0, 2, 5, 6, 7, 8, 9], "throughout": [4, 10], "ti": [4, 5, 9, 10], "tie": [4, 10], "timbuktu": [1, 10], "time": [1, 2, 4, 5, 6, 7, 8, 9, 10], "titl": [1, 4, 5, 6, 7, 8, 9, 10], "to_csv": 1, "todo": [2, 5], "togeth": 4, "toler": 0, "too": 7, "tool": 2, "top": [0, 4, 5, 9, 10], "topic": [4, 5, 9], "total": [4, 5, 7, 8, 9], "total_dist": 6, "total_distance_met": 6, "toward": [5, 6, 7, 9], "trace": 2, "trackd": 7, "traidtion": 2, "transform": 2, "transit": 4, "travel": [6, 7], "triangl": [0, 5], "triangular": 0, "trigonometr": 2, "trigonometri": 0, "trigonomeyri": 2, "true": [5, 6, 7, 8, 9, 10], "try": 4, "tunguska": 1, "ture": 4, "two": [0, 2, 6, 8], "txt": [1, 5, 6, 7, 8, 9, 10], "type": [0, 2, 6, 7], "typic": 7, "u": [4, 10], "uluru": 1, "undefin": 6, "under": 3, "understand": [0, 1, 4], "understnad": 2, "unifi": 2, "unint": 6, "union": 2, "uniqu": [2, 4, 10], "unit": [0, 2, 8, 10], "unneed": 10, "until": 0, "up": [0, 1, 2, 4, 5, 6, 7, 8, 9, 10], "url": 1, "us": [0, 1, 2, 4, 5, 6, 7, 8, 9, 10], "v1": 7, "v_ab": 5, "v_ac": 5, "valid": 9, "valu": [1, 5, 6, 7, 8, 9, 10], "van": 2, "variou": 2, "vector": [1, 5, 6, 7, 8, 9, 10], "veri": 7, "verifi": [5, 6, 7, 8, 9], "version": 4, "vertex": 5, "vertic": 4, "via": [0, 1, 2, 4], "view": 0, "visual": [0, 4], "wa": 4, "wai": [0, 2, 4, 5, 9, 10], "walbeck": 2, "walk": 2, "want": 8, "warn": 1, "we": [2, 4, 8], "web": 2, "well": [2, 4, 8], "were": [4, 10], "wg": [0, 2, 5, 6, 8, 9, 10], "wgs60": 2, "wgs66": 2, "wgs72": 2, "wgs84": [2, 5, 6, 7, 8, 9, 10], "when": [0, 2, 5, 6, 7, 9, 10], "where": [0, 1, 2, 4, 5, 6, 8, 10], "which": [0, 1, 2, 4, 6, 8], "while": [2, 3, 5, 6, 7, 9], "white": [1, 5, 6, 7, 8, 9, 10], "wiki": 10, "wikiepedia": 2, "wikipedia": [1, 2, 10], "william": [2, 6, 8], "within": [0, 8, 10], "without": [0, 2, 4, 8], "wolfram": 0, "wonder": 4, "wood": [1, 5, 6, 7, 8, 9, 10], "work": [1, 2, 4, 5, 6, 7, 8, 9, 10], "workflow": 0, "world": [4, 5, 7, 8, 9, 10], "x": [1, 4, 5, 6, 7, 8, 9, 10], "x1": [5, 9], "x2": [5, 9], "xtd": 7, "xy": [4, 5, 10], "xyz": 1, "xz": 4, "y": [1, 4, 6], "yml": 0, "you": [0, 3, 4, 5, 8, 9, 10], "your": [5, 9, 10], "yourself": [4, 10], "z": [1, 4, 6], "zambezi": [1, 5, 6, 9], "zenodo": 3, "zero": 10, "zip": 1, "\u03b413": 7, "\u03b4xt": 7, "\u03b8": [1, 6, 8], "\u03b812": 7, "\u03b813": 7, "\u03b8a": 8, "\u03b8b": 8, "\u03c1": 1, "\u03c6": [1, 8], "\u03c6a": 8, "\u03c6b": 8}, "titles": ["Great Circle Cookbook", "Coordinate Types", "Great Circle Terminology", "How to Cite This Cookbook", "Project Pythia Notebook Template", "Angles and Great Circles", "Great Circle Arcs and Path", "Great Circles and a Point", "Great Circles and Parallels", "Intersections of Great Circles", "Spherical Polygons and Areas"], "titleterms": {"": [1, 2, 4, 5, 6, 7, 8, 9, 10], "A": 4, "At": 7, "acut": 5, "add": 1, "addit": 1, "all": 1, "along": [6, 7, 8], "an": [2, 7], "angl": 5, "anoth": 4, "antipod": [6, 8], "arc": [2, 6, 7, 9], "area": 10, "author": 0, "bear": 6, "between": [5, 6], "binder": 0, "calcul": 5, "cartesian": 1, "check": 7, "circl": [0, 2, 5, 6, 7, 8, 9], "cite": 3, "citi": 1, "clairaut": 8, "clockwis": 10, "column": 1, "content": 4, "contributor": 0, "convert": 1, "cookbook": [0, 3], "coordin": 1, "cosin": 2, "counterclockwis": 10, "cross": [7, 8], "danger": 4, "demonstr": 4, "determin": [6, 7, 8, 10], "direct": 5, "displai": 1, "distanc": [6, 7], "ellipsoid": [2, 6], "equal": 6, "everi": 6, "find": 9, "first": 4, "formula": [8, 10], "foundat": 0, "fraction": 6, "from": 8, "further": 4, "gener": [6, 7], "geodes": [1, 2], "geodesi": 2, "geometri": 2, "geopi": 6, "great": [0, 2, 5, 6, 7, 8, 9], "haversin": 6, "header": 4, "how": 3, "import": [1, 2, 4, 5, 6, 8, 9, 10], "info": 4, "intermedi": [6, 7], "interpol": 6, "intersect": [5, 9], "last": 4, "latitud": 8, "law": 2, "level": 4, "li": 7, "machin": 0, "map": [1, 6], "math": 9, "mathemat": 6, "mathemet": 6, "max": 8, "maximum": 8, "maximumn": 8, "meeu": 6, "meter": 6, "midpoint": 6, "mimimum": 8, "minimum": 8, "motiv": 0, "n": 6, "napier": 2, "next": [1, 2, 4, 5, 6, 7, 8, 9, 10], "note": 2, "notebook": [0, 4], "obtus": 5, "order": 10, "overview": [1, 2, 4, 5, 6, 7, 8, 9, 10], "own": 0, "packag": 6, "parallel": 8, "patch": 10, "path": [2, 5, 6, 7, 8, 9], "perimet": 10, "plot": [1, 5, 6, 8, 9], "point": [5, 6, 7, 8, 10], "polar": 1, "polygon": 10, "prerequisit": [1, 2, 4, 5, 6, 7, 8, 9, 10], "project": 4, "pyproj": 6, "pythia": 4, "python": [2, 6], "quadrilater": 10, "quick": 4, "refer": [1, 4, 5, 6, 7, 8, 9, 10], "resourc": [1, 2, 4, 5, 6, 7, 8, 9, 10], "rule": 2, "run": 0, "second": 4, "section": 4, "shoelac": 10, "sign": 10, "sine": 2, "space": 6, "sphere": [2, 6], "spheric": [1, 2, 10], "state": 1, "structur": 0, "subsect": 4, "success": 4, "summari": [1, 2, 4, 5, 6, 7, 8, 9, 10], "templat": 4, "terminologi": [0, 2], "thi": 3, "todo": [6, 8, 9, 10], "toler": 7, "total": 6, "track": 7, "triangl": 2, "trigonometri": 2, "two": [5, 9], "type": 1, "unit": [1, 6], "v": 2, "via": 6, "vincenti": 6, "warn": 4, "what": [1, 2, 4, 5, 6, 7, 8, 9, 10], "when": 8, "without": 7, "work": 0, "world": [1, 6], "your": [0, 4]}}) \ No newline at end of file +Search.setIndex({"alltitles": {"A content subsection": [[4, "a-content-subsection"]], "Add Columns for Additional Coordinate Types": [[1, "add-columns-for-additional-coordinate-types"]], "Along Track Distance": [[7, "along-track-distance"]], "An Important Note on Resources": [[2, "an-important-note-on-resources"]], "Angles and Great Circles": [[5, null]], "Another content subsection": [[4, "another-content-subsection"]], "Antipodal Point of Max (TODO)": [[8, "antipodal-point-of-max-todo"]], "Antipodal point": [[6, "antipodal-point"]], "Area and Perimeter of quadrilateral patch": [[10, "area-and-perimeter-of-quadrilateral-patch"]], "Authors": [[0, "authors"]], "Calculate Intersection Point Between Two Great Circle Paths": [[5, "calculate-intersection-point-between-two-great-circle-paths"]], "Calculate the acute and obtuse angle of two great circle paths": [[5, "calculate-the-acute-and-obtuse-angle-of-two-great-circle-paths"]], "Cartesian Coordinates": [[1, "cartesian-coordinates"]], "Check if a point lies on a great circle arc": [[7, "check-if-a-point-lies-on-a-great-circle-arc"]], "Contributors": [[0, "contributors"]], "Convert Coordinates to All Coordinate Types": [[1, "convert-coordinates-to-all-coordinate-types"]], "Coordinate Types": [[1, null]], "Cross Track Distance": [[7, "cross-track-distance"]], "Danger": [[4, null]], "Determine Distance Mathematically via Unit Sphere": [[6, "determine-distance-mathematically-via-unit-sphere"]], "Determine Distance Points via Python Package pyproj": [[6, "determine-distance-points-via-python-package-pyproj"]], "Determine Intermediate Points Mathemetically via Unit Sphere": [[6, "determine-intermediate-points-mathemetically-via-unit-sphere"]], "Determine Intermediate Points via Python Package pyproj and geopy": [[6, "determine-intermediate-points-via-python-package-pyproj-and-geopy"]], "Determine clockwise/counterclockwise ordering of points on spherical polygon": [[10, "determine-clockwise-counterclockwise-ordering-of-points-on-spherical-polygon"]], "Determine if a given point is within a spherical polygon": [[10, "determine-if-a-given-point-is-within-a-spherical-polygon"]], "Determine if a point lies on a great circle arc and path (with/without tolerances)": [[7, "determine-if-a-point-lies-on-a-great-circle-arc-and-path-with-without-tolerances"]], "Determine the Bearing Mathematically via Unit Sphere": [[6, "determine-the-bearing-mathematically-via-unit-sphere"]], "Determine the Bearing of a Great Circle Arc": [[6, "determine-the-bearing-of-a-great-circle-arc"]], "Determine the Bearing via Python Package pyproj": [[6, "determine-the-bearing-via-python-package-pyproj"]], "Determine the Midpoint of a Great Circle Arc": [[6, "determine-the-midpoint-of-a-great-circle-arc"]], "Determine the distance of a point to a great circle arc": [[7, "determine-the-distance-of-a-point-to-a-great-circle-arc"]], "Determine when great circle path cross parallels (TODO)": [[8, "determine-when-great-circle-path-cross-parallels-todo"]], "Directed Angle": [[5, "directed-angle"]], "Display Coordinates of Cities": [[1, "display-coordinates-of-cities"]], "Distance Between Points on a Great Circle Arc": [[6, "distance-between-points-on-a-great-circle-arc"]], "Ellipsoids vs. Spheres": [[2, "ellipsoids-vs-spheres"]], "Find the intersection of two great circle arcs (TODO)": [[9, "find-the-intersection-of-two-great-circle-arcs-todo"]], "Find the intersection of two great circle paths": [[9, "find-the-intersection-of-two-great-circle-paths"]], "Foundations and Terminology": [[0, "foundations-and-terminology"]], "Generate Points At Intermediate Points along an Arc/Path": [[7, "generate-points-at-intermediate-points-along-an-arc-path"]], "Generate a Great Circle Path": [[6, "generate-a-great-circle-path"]], "Generating a Great Circle Arc with Intermediates Points": [[6, "generating-a-great-circle-arc-with-intermediates-points"]], "Geodesic": [[2, "geodesic"]], "Geodesic Coordinates": [[1, "geodesic-coordinates"]], "Geodesic and Python": [[2, "geodesic-and-python"]], "Geodesy": [[2, "geodesy"]], "Great Circle Arcs and Path": [[6, null]], "Great Circle Cookbook": [[0, null]], "Great Circle Path vs. Great Circle Arc": [[2, "great-circle-path-vs-great-circle-arc"]], "Great Circle Terminology": [[2, null]], "Great Circles": [[2, "great-circles"]], "Great Circles and Parallels": [[8, null]], "Great Circles and a Point": [[7, null]], "Haversine (TODO)": [[6, "haversine-todo"]], "How to Cite This Cookbook": [[3, null]], "Imports": [[1, "imports"], [4, "imports"], [5, "imports"], [6, "imports"], [8, "imports"], [9, "imports"], [10, "imports"]], "Info": [[4, null]], "Interpolate a fractional distance along arc": [[6, "interpolate-a-fractional-distance-along-arc"]], "Interpolate every N meters": [[6, "interpolate-every-n-meters"]], "Interpolate with N Total Equally Spaced Points": [[6, "interpolate-with-n-total-equally-spaced-points"]], "Intersections of Great Circles": [[9, null]], "Last Section": [[4, "last-section"]], "Law of Cosines": [[2, "law-of-cosines"]], "Law of Sines": [[2, "law-of-sines"]], "Math of intersection": [[9, "math-of-intersection"]], "Maximum Latitude on a Great Circle Path": [[8, "maximum-latitude-on-a-great-circle-path"]], "Maximumn Latitude from Clairaut\u2019s Formula": [[8, "maximumn-latitude-from-clairauts-formula"]], "Maximumn Latitude from Clairaut\u2019s Formula (TODO)": [[8, "maximumn-latitude-from-clairauts-formula-todo"]], "Meeus Great Circle Distance (TODO)": [[6, "meeus-great-circle-distance-todo"]], "Mimimum Latitude along Great Circle Path": [[8, "mimimum-latitude-along-great-circle-path"]], "Minimum Latitude on a Great Circle Path": [[8, "minimum-latitude-on-a-great-circle-path"]], "Motivation": [[0, "motivation"]], "Napier\u2019s Rules": [[2, "napiers-rules"]], "Overview": [[1, "overview"], [2, "overview"], [4, "overview"], [5, "overview"], [6, "overview"], [7, "overview"], [8, "overview"], [9, "overview"], [10, "overview"]], "Overview of Directed Angles": [[5, "overview-of-directed-angles"]], "Plot Arcs as Points on a World Map": [[6, "plot-arcs-as-points-on-a-world-map"]], "Plot Coordinates on a World Map": [[1, "plot-coordinates-on-a-world-map"]], "Plot Directed Angle": [[5, "plot-directed-angle"]], "Plot Intersections with Great Circle Paths": [[9, "plot-intersections-with-great-circle-paths"]], "Plot Maximum": [[8, "plot-maximum"]], "Polar Coordinates": [[1, "polar-coordinates"]], "Prerequisites": [[1, "prerequisites"], [2, "prerequisites"], [4, "prerequisites"], [5, "prerequisites"], [6, "prerequisites"], [7, "prerequisites"], [8, "prerequisites"], [9, "prerequisites"], [10, "prerequisites"]], "Project Pythia Notebook Template": [[4, null]], "Resources and references": [[1, "resources-and-references"], [4, "resources-and-references"], [5, "resources-and-references"], [6, "resources-and-references"], [7, "resources-and-references"], [8, "resources-and-references"], [9, "resources-and-references"], [10, "resources-and-references"]], "Running on Binder": [[0, "running-on-binder"]], "Running on Your Own Machine": [[0, "running-on-your-own-machine"]], "Running the Notebooks": [[0, "running-the-notebooks"]], "Shoelace Formula for Signed Polygon Area": [[10, "shoelace-formula-for-signed-polygon-area"]], "Spherical Coordinates": [[1, "spherical-coordinates"]], "Spherical Geometry": [[2, "spherical-geometry"]], "Spherical Polygons and Areas": [[10, null]], "Spherical Triangles": [[2, "spherical-triangles"]], "Spherical Trigonometry": [[2, "spherical-trigonometry"]], "Structure": [[0, "structure"]], "Subsection to the second section": [[4, "subsection-to-the-second-section"]], "Success": [[4, null]], "Summary": [[1, "summary"], [2, "summary"], [4, "summary"], [5, "summary"], [6, "summary"], [7, "summary"], [8, "summary"], [9, "summary"], [10, "summary"]], "TODO": [[10, "todo"]], "Types of Coordinates": [[1, "types-of-coordinates"]], "United States Map": [[1, "united-states-map"]], "Vincenty Ellipsoid Great Circle Distance (TODO)": [[6, "vincenty-ellipsoid-great-circle-distance-todo"]], "Vincenty Sphere Great Circle Distance (TODO)": [[6, "vincenty-sphere-great-circle-distance-todo"]], "Warning": [[4, null]], "What\u2019s next?": [[1, "whats-next"], [2, "whats-next"], [4, "whats-next"], [5, "whats-next"], [6, "whats-next"], [7, "whats-next"], [8, "whats-next"], [9, "whats-next"], [10, "whats-next"]], "Working with Great Circles": [[0, "working-with-great-circles"]], "World Map": [[1, "world-map"]], "Your first content section": [[4, "your-first-content-section"]], "Your second content section": [[4, "your-second-content-section"]], "a quick demonstration": [[4, "a-quick-demonstration"]], "header levels": [[4, "header-levels"]], "of further and further": [[4, "of-further-and-further"]]}, "docnames": ["README", "notebooks/foundations/coordinates", "notebooks/foundations/terminology", "notebooks/how-to-cite", "notebooks/notebook-template", "notebooks/tutorials/angles", "notebooks/tutorials/arc_path", "notebooks/tutorials/arc_to_point", "notebooks/tutorials/parallels_max_min", "notebooks/tutorials/path_intersection", "notebooks/tutorials/polygon_area"], "envversion": {"sphinx": 62, "sphinx.domains.c": 3, "sphinx.domains.changeset": 1, "sphinx.domains.citation": 1, "sphinx.domains.cpp": 9, "sphinx.domains.index": 1, "sphinx.domains.javascript": 3, "sphinx.domains.math": 2, "sphinx.domains.python": 4, "sphinx.domains.rst": 2, "sphinx.domains.std": 2, "sphinx.ext.intersphinx": 1}, "filenames": ["README.md", "notebooks/foundations/coordinates.ipynb", "notebooks/foundations/terminology.ipynb", "notebooks/how-to-cite.md", "notebooks/notebook-template.ipynb", "notebooks/tutorials/angles.ipynb", "notebooks/tutorials/arc_path.ipynb", "notebooks/tutorials/arc_to_point.ipynb", "notebooks/tutorials/parallels_max_min.ipynb", "notebooks/tutorials/path_intersection.ipynb", "notebooks/tutorials/polygon_area.ipynb"], "indexentries": {}, "objects": {}, "objnames": {}, "objtypes": {}, "terms": {"0": [1, 2, 3, 5, 6, 7, 8, 9, 10], "0000": 1, "000171": 1, "0002": 1, "00175846666659": 6, "0026": 1, "00290620334833": 6, "0033528106647474805": 2, "007062e": 1, "007347e": [1, 5, 6, 7, 8, 9, 10], "00739372929635": 6, "0087714150598": 2, "009": 2, "0098": 1, "00997303342117": 6, "01308797522954": 6, "013140": 1, "01386515980239": 6, "015": 6, "0150": [1, 5, 6, 7, 8, 9, 10], "02": 1, "0220139666611": 6, "0224051615289": 6, "023062e": 1, "0248": 6, "028170": 1, "031873": 1, "032833e": 1, "0337": 1, "0348546954024": 5, "0369": 1, "039219e": 1, "0417": [1, 5, 6, 7, 8, 9, 10], "0444": [1, 6], "046423": 1, "04829010633232": 6, "05": [1, 5, 6, 7, 8, 9, 10], "051141e": 1, "05192021556942": 6, "052405": 1, "05464865958041": 6, "055020": [1, 5, 6, 7, 8, 9, 10], "0589": [1, 5, 6, 7, 8, 9, 10], "06": [1, 5, 6, 7, 8, 9, 10], "0649": 1, "073315e": 1, "075259": 1, "086802": 1, "09446748716023": 6, "0972186842191": 6, "0982": [1, 5, 6, 7, 8, 9, 10], "098605e": 1, "1": [1, 5, 6, 7, 8, 9, 10], "10": [1, 4, 5, 6, 7, 8, 9, 10], "100": [5, 6, 8, 9, 10], "1000": [5, 6, 7, 9, 10], "101": [1, 6], "101066e": [1, 5, 6, 7, 8, 9, 10], "10171": 10, "102": 6, "103176148471476": 5, "104": 6, "105": [1, 5, 6, 7, 8, 9, 10], "1080": 8, "11": [1, 6, 8], "110000": 10, "110m_cultur": 1, "110m_physic": 1, "112": 6, "112000": 6, "12": [1, 5, 6], "124": [1, 5, 6, 7, 8, 9, 10], "13": 1, "130": [1, 6, 7, 10], "131": 1, "132": 6, "1341307": 7, "1341308": 7, "13453768377": 6, "136": 6, "137": 2, "13833707967324": 9, "14": [1, 8], "145": 5, "145762e": [1, 5, 6, 7, 8, 9, 10], "1470": 1, "148": 6, "15": [1, 5, 6, 7, 8, 9, 10], "1524": 7, "1524404": 7, "156340903095064": 6, "156669e": 1, "157": 5, "15841313140038": 6, "159": 6, "1593": 7, "1593669": 7, "16": 1, "1632": 1, "165": 1, "165054": [1, 5, 6, 7, 8, 9, 10], "166": 8, "168951714418203": 5, "17": [1, 8], "1703992089883": 6, "17653047007545": 6, "177613134": 7, "1789": 1, "18": [1, 5, 6, 7, 8, 9, 10], "180": [1, 2, 5, 6, 8, 9, 10], "1801364234981": 6, "1820804843035": 6, "1830": 2, "18692017366623": 6, "1880": 2, "19": 1, "1924": 2, "193348e": 1, "19386139956729": 6, "1950": 2, "198918e": 1, "1e": 10, "2": [1, 3, 5, 6, 7, 8, 9, 10], "20": [1, 2, 6, 7, 10], "200": 9, "2056": 1, "2076": 7, "2076501": 7, "20961159223961": 6, "21": 1, "211621": 1, "218080e": [1, 5, 6, 7, 8, 9, 10], "22": [2, 5], "226950e": 1, "22844748540258": 6, "23056009359964": 6, "2357": 1, "235851e": 1, "23613453768377": 6, "240212": [1, 5, 6, 7, 8, 9, 10], "241": 1, "2446": 7, "2446670": 7, "25": 1, "250631": [1, 5, 6, 7, 8, 9, 10], "250923e": 1, "25494": 2, "257223563": 2, "25759400470386": 6, "2597479914522": 6, "26": 1, "260": 6, "260236": 6, "261799": 1, "263296e": 1, "263779e": 1, "26443374199349": 6, "266154": 1, "2672998277903": 6, "27": 6, "270": 8, "2705": [1, 5, 6, 7, 8, 9, 10], "27065999040772": 6, "274201e": 1, "277033e": 1, "278164": 1, "28": 1, "2813": 1, "2823": 6, "2858": 6, "286": 6, "2862": 6, "286259": 6, "286558e": [1, 5, 6, 7, 8, 9, 10], "287002720790326": 6, "29": [1, 5, 6, 7, 8, 9, 10], "291305596308824": 6, "29186326482345": 6, "292850109": 7, "29443152420481": 6, "29459964930597": 6, "297512e": [1, 5, 6, 7, 8, 9, 10], "298": 2, "2a": 2, "2d": 1, "2f": 10, "3": [1, 2, 5, 6, 7, 8, 9, 10], "30": [1, 5, 6], "304276": [1, 5, 6, 7, 8, 9, 10], "31": 1, "31719425393653": 6, "32": 1, "32002071588883": 6, "33333333333331": 8, "333443e": 1, "34": [1, 5], "3414": 1, "34405626799516": 6, "3441": [1, 5, 6, 7, 8, 9, 10], "3444": 1, "3450112546059": 6, "347897e": 1, "3589541022366": 9, "35980367525435": 6, "36": 1, "360": [5, 6, 8, 9], "3601": [1, 5, 6, 7, 8, 9, 10], "36026990555973": 6, "366086": 1, "369324": 1, "37804142647055": 6, "378814": 1, "382939": 1, "389526e": [1, 5, 6, 7, 8, 9, 10], "3922": 1, "3d": 1, "4": [1, 3, 5, 6, 7, 8, 9, 10], "40": [1, 5, 6, 7, 8, 9, 10], "4017": [1, 5, 6, 7, 8, 9, 10], "40182242747838": 6, "404292850109": 7, "406870": 1, "41": [1, 5, 6, 7, 8, 9, 10], "410929434369436": 8, "42": [1, 5, 6, 7, 8, 9, 10], "42071630165334": 6, "45097760323463": 6, "451220": 1, "452465e": 1, "454228e": 1, "457769e": [1, 5, 6, 7, 8, 9, 10], "45914389340653": 6, "47": 7, "475261312703864": 6, "47820922569627": 6, "4793263654725": 6, "47932636547252": 6, "4802543416051": 6, "48025434160511": 6, "48050569778584": 6, "481816": [1, 5, 6, 7, 8, 9, 10], "489280": 1, "49180375272644": 6, "4934": 1, "49699780715814": 8, "5": [1, 2, 4, 5, 6, 7, 8, 9, 10], "50": 10, "5000": 1, "50067925996674": 6, "5015510165777": 7, "50718325253314": 8, "50905885116296": 6, "509600000": 10, "50m_cultur": 1, "50m_physic": 1, "51": 1, "51007310432796": 6, "51048829569022": 6, "514155": 1, "51670080386281": 6, "52579917182065": 6, "526094791": 7, "52623685097386": 6, "526456e": [1, 5, 6, 7, 8, 9, 10], "529809e": [1, 5, 6, 7, 8, 9, 10], "52990375235937": 6, "532213639344": 6, "5322136393447": 6, "5342585": 10, "53508118686946": 6, "535712e": 1, "54": 7, "5411": 1, "5435": 1, "545166": 1, "5453": 1, "54667886388195": 6, "55029102855308": 7, "5510165778": 7, "55154860348821": 6, "55154860505925": 6, "5518": [1, 5, 6, 7, 8, 9, 10], "553499e": 1, "5554326250441": 6, "55994883031889": 6, "562495e": [1, 5, 6, 7, 8, 9, 10], "56983029584387": 6, "572596e": 1, "572949e": 1, "579048241302566": 6, "579246749547636": 6, "579828e": 1, "580586e": 1, "58076564323979": 7, "582524e": 1, "583468333429785": 6, "59": 8, "59464096704978": 6, "59638380227174": 6, "596600468550456": 6, "5974799145215": 6, "6": [1, 6, 10], "60": [1, 6, 7, 10], "6077": 1, "62124342116076": 7, "62437950079696": 6, "633222115": 7, "633228": 1, "6356": 2, "6371": 2, "6378": 2, "6378137": [1, 2, 5, 6, 7, 8, 9, 10], "64": 1, "6410458977634": 9, "64283438472448": 6, "646334650419192": 5, "6476998255": 10, "65010115530707": 6, "66": [1, 5, 6, 7, 8, 9, 10], "66032978955507": 6, "66406520473303": 6, "665293789240074": 6, "66666666666667": 8, "66881568690329": 6, "669526094791": 7, "67": 2, "670633222115": 7, "67073593071231": 6, "672067": 1, "677556": 1, "678169e": [1, 5, 6, 7, 8, 9, 10], "689551e": 1, "69956840796515": 6, "7": [1, 6], "700506064664665": 6, "70144152851926": 6, "707820162798164": 6, "71": [1, 5, 6, 7, 8, 9, 10], "7107954391427": 6, "71112689737456": 6, "711226442193585": 6, "71150732723615": 6, "712394e": [1, 5, 6, 7, 8, 9, 10], "72": 1, "720": 8, "720816e": 1, "723967826794556": 6, "72708599453554": 6, "72793890397021": 6, "7295": 6, "73": 6, "730215e": 1, "73281874084786": 6, "73410083358552": 6, "73462859187762": 6, "738963248145": 10, "73902023120852": 6, "739786e": 1, "74": 6, "74716436193266": 6, "74799145217": 6, "75": [6, 8], "750406941471915": 8, "75040694147194": 8, "75128706952139": 6, "751302958796096": 8, "7513029587961": 8, "751388471834524": 8, "75138847183453": 8, "7523142": 2, "75243173435998": 6, "7527": [1, 5, 6, 7, 8, 9, 10], "75389614502746": 6, "75525245755491": 7, "75527239726804": 6, "7643": 6, "7666": 1, "77": [1, 6], "78": 6, "784488e": 1, "786544424077": 6, "79": [1, 6], "7908": 1, "790822409112124": 6, "792189e": 1, "795630e": 1, "8": [1, 6], "80": [1, 2, 6, 7, 8], "800538": 1, "81": [6, 8], "811312209497714": 6, "81470141834599": 6, "816544e": 1, "82": 6, "82126442135142": 6, "8262": 1, "83": 6, "831473": [1, 5, 6, 7, 8, 9, 10], "839925e": 1, "84": [0, 2, 5, 6, 8, 9, 10], "848049822017195": 6, "848200": [1, 5, 6, 7, 8, 9, 10], "85": 6, "854567": 1, "8568290209118": 6, "86": 6, "862866e": 1, "863050e": 1, "87": 9, "872403": [1, 5, 6, 7, 8, 9, 10], "875": 6, "8750": 1, "88": 6, "880354e": 1, "88543667319323": 6, "89": 6, "890914": 1, "89253363227026": 6, "89682385152852": 5, "9": [1, 2, 6], "90": [1, 5, 6, 8, 9, 10], "9012334462751": 6, "90264994540797": 6, "91": 6, "92": [6, 9], "923426": 1, "924585e": 1, "93": 6, "93032741511365": 6, "930480e": [1, 5, 6, 7, 8, 9, 10], "93144054027105": 6, "94": 6, "9408": 1, "95": [1, 5, 6, 7, 8, 9, 10], "95654352480192": 6, "96": 6, "964322e": [1, 5, 6, 7, 8, 9, 10], "96514530459759": 5, "969252e": 1, "97": 6, "971059e": 1, "9734": 1, "9752": 1, "976252": 1, "976657": [1, 5, 6, 7, 8, 9, 10], "98": 6, "99": [6, 8], "991125e": 1, "99217723746453": 6, "996364e": 1, "998489": 1, "A": [0, 1, 2, 5, 6, 7, 8, 10], "And": 4, "At": 2, "BY": 3, "Be": 4, "By": 8, "For": [2, 4, 6, 7, 8], "If": [0, 2, 4, 5, 7, 9, 10], "In": [1, 2, 4], "It": 7, "Its": 5, "One": 2, "Or": 4, "The": [0, 2, 3, 4, 5, 6, 8, 9], "Then": [4, 10], "These": [1, 4], "To": [2, 6, 7, 8], "Will": [1, 5, 6, 7, 8, 9, 10], "With": [1, 6], "_": [5, 6, 7, 8, 9], "__init__": 1, "a_coord": 5, "ab": [5, 6, 7, 8, 9, 10], "abl": 0, "about": [2, 8], "abov": 4, "acccount": 7, "access": [4, 5, 9, 10], "account": [2, 6], "accur": 2, "aco": [6, 7, 8], "across": [2, 7], "activ": 0, "actual": 6, "acut": 0, "ad": [4, 10], "adapt": 3, "add": [2, 4, 7, 10], "add_featur": [1, 5, 6, 7, 8, 9, 10], "addit": [0, 2, 8], "admonit": 4, "advantag": 2, "after": [0, 4], "airi": 2, "airport": [6, 7], "al": 1, "align": 4, "all": [0, 2, 3, 4, 5, 6, 7, 8, 9, 10], "allow": [4, 10], "along": [0, 1, 2, 5, 9], "along_track_dist": 7, "alpha": 10, "also": [2, 4, 7, 10], "alt": [4, 5, 9, 10], "altitud": 1, "altogeth": 4, "alwai": [0, 3, 9], "amazonaw": 1, "an": [0, 4, 5, 6, 8, 9, 10], "analys": 8, "andra": 2, "angl": [0, 1, 2, 9, 10], "angle_between_arc": 5, "angle_between_plan": 5, "angular": [6, 7], "angular_distance_start_new": 7, "ani": [1, 2, 4, 5, 8, 9, 10], "anitpod": [5, 6, 7, 8, 9], "annot": 5, "anti_lat": [6, 8], "anti_lon": [6, 8], "anticlockwis": 5, "antipod": [0, 5, 7, 9], "anywher": 4, "apach": 3, "apl4": 2, "appar": 2, "appear": 6, "append": [5, 6, 7, 8, 9], "approach": 2, "appropri": [3, 4, 10], "approx": 2, "approxim": [2, 4], "ar": [0, 1, 2, 3, 5, 6, 7, 8, 9, 10], "arang": [5, 6, 8, 9], "arc": [0, 1, 5, 8], "arc_point": [5, 6, 7, 9], "arcco": [1, 5, 6, 7, 8], "archiv": 3, "arcsin": [6, 7, 8], "arctan": [1, 5, 6, 7, 8, 9], "arctan2": [5, 6, 9], "area": [0, 5], "area_of_polygon_project": 10, "arecibo": [1, 5, 6, 7, 8, 9, 10], "arevalo": 2, "armi": 4, "around": [1, 2, 4, 6], "arrai": [5, 6, 8, 9, 10], "arrow": 10, "art": 2, "asin": [6, 7, 8], "ask": 4, "associ": [2, 6], "assum": [1, 2], "astronomi": 2, "at_dist": 7, "atan2": 6, "atd": 7, "attribut": [4, 10], "aust_sa": 2, "author": [3, 4, 10], "authorship": [4, 10], "avail": 0, "avform147": [5, 6, 8, 9], "aviat": 7, "avit": 2, "avoid": 4, "ax": [1, 5, 6, 7, 8, 9, 10], "axi": [1, 2, 5, 6, 8], "azimuth": 1, "b": [2, 5, 6, 7, 8], "b_coord": 5, "background": 4, "base": [0, 1, 5, 6, 7, 8, 9, 10], "bear": [0, 2, 5, 7, 8, 9], "bearing_between_point": 6, "bearing_math": 6, "becaus": 6, "befor": [4, 5, 6, 7, 9, 10], "begin": 4, "below": [0, 4, 5, 9, 10], "bess_nam": 2, "bessel": 2, "beta": 4, "between": [0, 1, 2, 7, 8, 9, 10], "bewteen": 5, "black": [1, 5, 6, 7, 8, 9, 10], "blob": [5, 6, 8, 9], "blue": [5, 10], "bodi": [4, 10], "book": [0, 3, 4, 10], "border": [1, 6, 7], "boston": [1, 5, 6, 7, 8, 9, 10], "both": [0, 2, 9], "bottom": [4, 10], "boulder": [1, 5, 6, 7, 8, 9, 10], "boundari": 10, "bracket": 4, "branch": 2, "breakdown": 0, "brief": [4, 10], "briefli": 4, "broken": 0, "brummelen": 2, "buffer": 10, "build": 4, "c": [1, 2, 5, 6, 7, 8, 9, 10], "c_coord": 5, "cairo": [1, 6, 9, 10], "calcul": [0, 1, 2, 6, 7, 8, 9, 10], "calculate_intermediate_pt": 6, "can": [0, 1, 2, 4, 5, 6, 7, 8, 9, 10], "canaver": [1, 7, 10], "cannot": 6, "canon": [4, 5, 9, 10], "cape": [1, 7, 10], "captur": 7, "care": 4, "cario": 6, "cart_i": [1, 5, 6, 7, 8, 9, 10], "cart_x": [1, 5, 6, 7, 8, 9, 10], "cart_z": [1, 5, 6, 7, 8, 9, 10], "cartesian": 0, "cartesian_coordin": [1, 5], "cartesian_to_spherical_coordin": 1, "cartopi": [0, 1, 4, 5, 6, 7, 8, 9, 10], "catograph": 2, "cc": 3, "ccr": [1, 5, 6, 7, 8, 9, 10], "cd": 0, "cell": [0, 4, 5, 9, 10], "center": [0, 1, 2, 10], "cfeatur": [1, 5, 6, 7, 8, 9, 10], "chang": 0, "chapter": [0, 8], "check": [4, 10], "check_lat": 7, "check_lon": 7, "check_point": 7, "check_pt": 10, "circl": 1, "circumnavig": 6, "cirlc": [5, 9], "citat": [4, 10], "clairaut_formula_max": 8, "clairaut_formula_min": 8, "clarif": 4, "clark": 2, "cleanli": [4, 10], "clear": [4, 10], "click": 0, "client": 2, "clockwis": [0, 5], "clone": 0, "close": [2, 6], "closest": 7, "closest_point": 7, "cloud": 0, "clrk66": 2, "clrk80": 2, "clrk80ign": 2, "co": [1, 2, 5, 6, 7, 8, 9, 10], "coastlin": [1, 5, 6, 7, 8, 9, 10], "code": [0, 3, 4, 10], "colinear": 5, "collect": 2, "collinear": 10, "color": [1, 5, 6, 7, 8, 9, 10], "column": [5, 6, 7, 8, 9, 10], "com": [0, 1, 2, 4, 5, 6, 8, 9, 10], "combin": [1, 2], "comfort": 4, "comment": 4, "commit": [4, 10], "common": 3, "commonli": [0, 2], "commun": [1, 3], "compar": [0, 6], "comphrensh": 2, "complet": 0, "complex": 2, "comprehens": 2, "comput": 0, "concept": [0, 1, 4, 5, 6, 7, 8, 9, 10], "conclud": [4, 10], "conda": 0, "condit": [5, 10], "confirm": [4, 10], "connect": 0, "conquer": 4, "consid": [4, 10], "constant": 8, "consult": 8, "consumpt": 3, "contact": [4, 10], "contain": [2, 5, 9, 10], "contained_by_polygon": 10, "contains_pt": 10, "content": [3, 5, 9, 10], "continu": [2, 4, 5, 9], "contribut": [4, 10], "convert": 0, "cookbook": 1, "coordin": [0, 2, 5, 6, 7, 8, 9, 10], "copi": 4, "copyright": [4, 10], "cora": 0, "corner": 0, "cornflowerblu": 6, "correct": 2, "could": [4, 10], "counterclockwis": [0, 5], "countri": 7, "cours": [7, 8], "cover": [0, 2], "cpm": 2, "cr": [1, 5, 6, 7, 8, 9, 10], "crash": 4, "creat": [0, 2], "creativ": 3, "credit": [3, 4, 10], "cricl": 6, "cross": [0, 5, 6, 9, 10], "cross_prod": 5, "cross_track_dist": 7, "crosst_dist": 7, "crow": 0, "crs_ab": 7, "crs_ad": 7, "ct_distanc": 7, "current": 7, "curv": [0, 2, 6], "curve_orient": 10, "custom": 4, "cut": 2, "cyan": [5, 9], "d": [4, 6, 10], "d_at": 7, "d_xt": 7, "danish": 2, "dat": 7, "data": [0, 2, 5, 6, 7, 8, 9, 10], "def": [1, 5, 6, 7, 8, 9, 10], "default": [2, 8], "defin": [2, 5, 6, 8], "definit": 2, "deg2rad": [1, 5, 6, 7, 8, 9], "degre": [1, 2, 5, 6, 7, 8], "delmbr": 2, "delta_13": 7, "delta_xt": 7, "demo": 4, "demonstr": [0, 5, 9, 10], "den": [5, 6, 7, 8, 9], "denot": 4, "denver": 6, "deriv": [2, 8], "describ": [0, 1, 4], "descript": [2, 4], "destin": [5, 6, 7, 9], "detail": [0, 5], "determiend": 6, "determin": [0, 5], "determine_latitude_from_longitud": 7, "dev": 1, "dia": 6, "diamet": 0, "diametr": [5, 6, 7, 8, 9], "dict_kei": 2, "differ": [0, 1, 2, 5, 6], "differenti": 8, "difficult": 2, "direct": [0, 9], "direct_angl": 5, "directed_angl": 5, "directli": [1, 2, 4, 5, 9, 10], "directori": 0, "discov": 7, "displai": 4, "dist_ad": 7, "distanc": [0, 1, 2, 5, 9, 10], "distance_between_points_default": 6, "distance_between_points_met": [5, 6, 7, 9], "distance_between_points_smal": 6, "distance_default": 6, "distance_m": [6, 7], "distance_m_start_new": 7, "distance_met": [5, 6, 7, 9], "distance_smal": 6, "distance_to_mov": [5, 6, 7, 9], "distance_unit_sphere_default": 6, "distance_unit_sphere_smal": 6, "distant": 7, "distinguish": 4, "divid": [4, 5], "do": [4, 5, 9, 10], "doc": 4, "document": [4, 10], "doi": 3, "don": 4, "done": [4, 10], "dot": [4, 5, 6, 8, 9, 10], "down": [4, 6, 10], "download": 1, "downloadwarn": 1, "drawn": 0, "due": [4, 10], "dxt": 7, "e": 0, "each": [0, 4, 5, 6, 9], "earth": [0, 1, 2, 5, 6, 7, 8, 9, 10], "earth_radiu": [1, 5, 6, 7], "earthdata": 2, "easili": 2, "ed": [2, 6, 8], "edgecolor": [1, 5, 6, 7, 8, 9, 10], "edit": [4, 5, 9, 10], "edwilliam": [5, 6, 8, 9], "effect": 3, "either": [0, 4, 5, 9, 10], "ellipsod": [5, 6, 8, 9, 10], "ellipsoid": [1, 8], "ellp": [5, 6, 7, 8, 9, 10], "els": [4, 5, 6, 7, 8, 9, 10], "emb": 4, "embed": [4, 5, 9, 10], "en": 10, "enabl": [0, 4, 10], "end": [4, 5, 6, 7, 8, 9, 10], "end_gc1": [5, 9], "end_gc2": [5, 9], "end_lat": [5, 6, 7, 9], "end_lon": [5, 6, 7, 9], "end_point": [6, 7, 8, 9], "end_pt": 6, "eng": 2, "enter": 0, "entir": 2, "enumer": 10, "env": [0, 1], "environ": 0, "equal": [2, 5, 7, 9], "equat": [2, 4, 8], "error": [2, 4, 6, 7, 8], "especi": 2, "estim": [4, 7], "etc": [4, 10], "euclidean": 2, "even": [0, 4, 10], "event": 1, "evrst30": 2, "evrst48": 2, "evrst56": 2, "evrst69": 2, "evrstss": 2, "exact": 6, "exampl": [0, 2, 8], "excess": [1, 5, 6, 7, 8, 9, 10], "execut": 0, "exist": [0, 4, 9], "expand": [5, 6, 8, 9], "expect": 7, "expected_lat": 7, "explicitli": 4, "extern": [4, 10], "extra": 4, "extrem": 2, "f": [0, 1, 5, 6, 7, 8, 9, 10], "face": 2, "factor": 2, "fajardo": 2, "fallen": 2, "fals": [1, 5, 6, 7, 9, 10], "false_": 7, "familiar": 4, "favor": 2, "featur": [0, 1, 2, 5, 6, 7, 8, 9, 10], "feel": [4, 10], "few": [4, 10], "field": 2, "fig": [1, 5, 6, 7, 8, 9, 10], "figsiz": [1, 5, 6, 7, 8, 9, 10], "figur": 0, "file": [0, 1, 5, 6, 7, 8, 9, 10], "fill": [4, 10], "filter": [5, 6, 8, 9], "final": [2, 4, 6, 10], "final_posit": [5, 6, 7, 9], "find": [0, 2, 5, 7, 8], "finish": [4, 10], "first": 0, "five": [4, 10], "fix": [1, 10], "flat": 2, "flatten": 2, "flatter": 2, "fli": 0, "float64": [5, 6, 8, 9], "fly": 6, "follow": [0, 4], "fontsiz": 5, "forgotten": 2, "form": [0, 2, 5], "format": 4, "formulari": [2, 7], "forward": [2, 6], "forward_bear": [5, 6, 7, 9], "found": [5, 6, 7, 8, 9], "foundat": 4, "frac": [1, 2, 6, 7], "free": [3, 4, 10], "from": [0, 1, 2, 4, 5, 6, 7, 9, 10], "front": 4, "fschr60": 2, "fschr60m": 2, "fschr68": 2, "fuel": 7, "full": 10, "function": [2, 4, 8], "fundament": 2, "further": 10, "futur": 1, "fwd_bear": [6, 7, 8], "fwd_bearing_start_end": 7, "fwd_bearing_start_new": 7, "fz": 5, "gc": [0, 1, 9], "gc_lat_lon": [5, 6, 8, 9], "gc_lon": [5, 6, 8, 9], "gc_lon_lst": [5, 6, 8, 9], "gc_one_arc_pt": [5, 9], "gc_one_lat_pt": [5, 9], "gc_two_arc_pt": [5, 9], "gc_two_lat_pt": [5, 9], "gener": [0, 4, 5, 8, 9], "generate_latitude_along_gc": [5, 6, 8, 9], "geocod": 2, "geod": [5, 6, 7, 8, 9, 10], "geodes": [0, 5, 6, 7, 8, 9], "geodet": [1, 2], "geograph": 1, "geometr": 2, "geometri": 10, "geophys": 2, "geopi": [0, 2, 5, 7, 9], "geoscienc": 2, "geospher": [5, 6, 8, 9], "gerat": 5, "get": [0, 4, 5, 6, 7, 8, 9, 10], "get_ellps_map": 2, "gi": 2, "git": 0, "github": [0, 3, 5, 6, 8, 9], "give": [3, 4, 10], "given": [0, 6, 7, 8], "glen": 2, "global": 2, "globe": [6, 9], "globem": 9, "good": [2, 4], "got": 4, "gp": 2, "gr": 2, "graph": [1, 5, 7, 8, 9, 10], "graviti": [2, 6], "great": 1, "great_circle_arc_pt": 7, "great_circle_pt": 8, "greatcircl": [5, 6, 8, 9], "green": [5, 7, 8, 9], "greenwich": [1, 5, 6, 7, 9, 10], "grei": [1, 6, 7], "grs67": 2, "grs80": 2, "gsk2011": 2, "gt": 6, "h": 4, "ha": [2, 5, 6, 7], "handl": [5, 6, 8, 9], "hanl": 1, "have": [0, 2, 4, 5, 8, 9], "head": [5, 6, 7, 8, 9, 10], "heavenli": 2, "heavi": [4, 10], "held": 6, "hello": 4, "helmert": 2, "help": [1, 4, 5, 6, 7, 8, 9, 10], "here": [2, 4, 5, 9, 10], "hesit": 4, "high": [4, 10], "histor": 2, "hit": 7, "home": 1, "hong": 6, "hough": 2, "houston": [1, 5, 6, 7, 8, 9, 10], "how": [0, 2, 4, 10], "howev": [2, 4, 8, 10], "htm": [5, 6, 8, 9], "html": [4, 5, 9, 10], "http": [0, 1, 2, 4, 5, 6, 8, 9, 10], "i": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9], "iau76": 2, "icon": 0, "idea": [4, 7], "ident": 2, "iloc": [5, 6, 7, 8, 9, 10], "imag": [0, 1, 2, 4, 5, 9, 10], "imagin": 6, "img": [4, 5, 9, 10], "import": [0, 7], "includ": [0, 2, 4, 5, 9, 10], "increas": [7, 8], "index": [1, 5, 6, 7, 8, 9, 10], "indiana": 0, "inform": [4, 5, 6, 8, 9, 10], "infring": [4, 10], "initi": [5, 7], "input": [5, 6, 7, 8, 9, 10], "insect": 2, "inspir": 4, "instead": [2, 4, 7, 8], "interact": 0, "interest": 0, "interfac": 2, "intermedi": [0, 5, 8, 9], "intermediate_geodes": 6, "intermediate_lat_lon": 6, "intermediate_point": 6, "intermediate_pt": 6, "intermediate_unit_spher": 6, "intern": 2, "interpolate_points_along_gc": [5, 6, 7, 9], "intersect": [0, 2, 8], "intersect_pt": [5, 9], "intersection_of_gc": [5, 9], "intersection_point": 9, "interspers": 4, "intl": 2, "intro": [1, 4, 5, 6, 7, 8, 9, 10], "introductori": [4, 5, 9], "inv": [5, 6, 7, 8, 9], "invalid": [5, 6, 7, 8, 9, 10], "invers": [2, 5], "io": 1, "ira": 2, "irregular": 2, "is_antipod": 6, "is_clockwis": 10, "isnan": 6, "its": [2, 7], "johannesburg": [1, 5, 9], "jone": 0, "jupyt": [0, 4, 10], "jupyterlab": 0, "just": [4, 10], "kaula": 2, "keep": [4, 5, 9], "kei": [2, 4, 8, 10], "kernel": [4, 10], "kilomet": [2, 5, 6, 7, 9], "km": [2, 6, 7, 10], "know": [0, 4], "known": [2, 7], "kong": 6, "krass": 2, "l18c3": [5, 6, 8, 9], "l18c7": [5, 6, 8, 9], "lab": [0, 4], "label": [4, 5, 6, 8, 9], "lai": 4, "lambda": [1, 5, 6, 7, 8, 9, 10], "larg": 2, "largest": [0, 2], "lat": [5, 6, 8, 9], "lat1": [5, 6, 7, 8, 9], "lat2": [5, 6, 7, 8, 9], "lat_end": [5, 6, 7, 9], "lat_lon": 8, "lat_lon_coord": 10, "lat_lon_lst": 6, "lat_lon_point": [5, 6, 7, 9], "lat_lon_pt": [6, 9], "lat_north": [1, 5, 6, 7, 8, 9, 10], "lat_south": [1, 5, 6, 7, 8, 9, 10], "lat_start": [5, 6, 7, 9], "lata": 6, "latb": 6, "latest": 3, "latex": 4, "latitud": [0, 1, 5, 6, 7, 9, 10], "launch": 0, "le": 6, "lead": [4, 5, 9], "learn": [1, 2, 4, 5, 6, 7, 8, 9, 10], "least": 2, "leav": 4, "left": [5, 7, 9], "legal": [4, 10], "legend": [5, 9], "len": [5, 6, 8, 9, 10], "length": [0, 6], "lerch": 2, "less": [5, 6, 7, 9], "let": [4, 5, 9, 10], "level": 10, "li": [0, 5], "lib": 1, "librari": 2, "licens": 3, "lift": [4, 10], "like": [0, 1, 2, 4, 6, 8, 10], "limit": [6, 8], "linalg": 5, "line": [0, 1, 2, 6], "line_of_intersect": [5, 9], "linear": 10, "link": [4, 5, 9, 10], "list": [2, 4, 5, 8, 9], "live": 0, "ll": [0, 4], "loc": [5, 6, 7, 8, 9, 10], "local": [0, 2], "locat": [1, 5, 6, 7, 8, 9, 10], "location_coord": 1, "location_df": [1, 5, 6, 7, 8, 9, 10], "location_full_coord": [1, 5, 6, 7, 8, 9, 10], "logan": 6, "logo": [4, 5, 9, 10], "lon": [5, 6, 8, 9], "lon1": [5, 6, 7, 8, 9], "lon2": [5, 6, 7, 8, 9], "lon_b": 7, "lon_d": 7, "lon_east": [1, 5, 6, 7, 8, 9, 10], "lon_end": [5, 6, 7, 9], "lon_start": [5, 6, 7, 9], "lon_west": [1, 5, 6, 7, 8, 9, 10], "lona": 6, "lonb": 6, "long": 3, "longer": [4, 7], "longitud": [0, 1, 2, 5, 6, 7, 8, 9, 10], "longitude_lst": [5, 6, 8, 9], "look": [4, 10], "loos": 4, "low": 7, "lower": 9, "loyal": 4, "lst_of_coord": 6, "m": [4, 10], "machin": [4, 10], "machu": 1, "made": 6, "magnitud": 5, "mai": 2, "main": [0, 4], "major": 2, "make": [0, 1, 2, 4, 5, 7, 9, 10], "manag": 4, "mani": [1, 2], "manual": 4, "map": [4, 5, 7, 8, 9, 10], "mark": [4, 10], "markdown": [4, 5, 9, 10], "master": [5, 6, 8, 9], "materi": [0, 3, 4, 5, 9, 10], "math": 6, "mathemat": [0, 2], "mathet": 8, "mathjax": 4, "mathworld": 0, "matploblib": 1, "matplotlib": [0, 1, 5, 6, 7, 8, 9, 10], "max": 5, "max_coord": 8, "max_lat": 8, "max_lat_lon": 8, "maximum": [0, 7], "mcmurdo": 1, "mean": [0, 2, 3, 7, 10], "measur": [1, 2, 5], "meet": 1, "merdiain": [5, 6, 8, 9], "meridian": [5, 6, 7, 8, 9], "meridian_lat": [5, 6, 8, 9], "merit": 2, "metadata": 4, "meter": [1, 2, 5, 7, 10], "midpoint": 0, "min": [4, 5, 7, 8], "min_coord": 8, "min_lat": 8, "min_lat_lon": 8, "miniconda3": 1, "minimum": [0, 7], "minut": [1, 2, 4, 5, 6, 7, 8, 9, 10], "mod_airi": 2, "model": 2, "moment": 0, "more": [2, 4, 5, 8, 9, 10], "most": [4, 10], "mous": 0, "movabl": [2, 6], "move": [0, 4, 5, 6, 7, 9, 10], "move_to_next_point": [5, 6, 7, 9], "moveabl": [6, 7], "mprt": 2, "n": [5, 7, 8, 9], "n_pt": 6, "n_total_point": [5, 6, 7, 9], "name": [1, 5, 6, 7, 8, 9, 10], "nan": 7, "narr": 4, "naturalearth": 1, "navbar": 4, "navig": [0, 2], "ne_110m_admin_0_boundary_lines_land": 1, "ne_110m_admin_1_states_provinces_lak": 1, "ne_110m_coastlin": 1, "ne_50m_admin_0_boundary_lines_land": 1, "ne_50m_admin_1_states_provinces_lak": 1, "ne_50m_coastlin": 1, "necessari": [1, 4, 5, 6, 7, 8, 9, 10], "need": [0, 4, 5, 9, 10], "neg": [5, 7, 10], "netcdf": 4, "new": [1, 4, 5, 6, 7, 9], "new_intl": 2, "new_lat": [5, 6, 7, 8, 9], "new_lon": [5, 6, 8, 9], "new_point": 7, "new_point_arc_pt": 7, "new_points_lst": 7, "newli": [5, 6, 7, 9], "non": [3, 4, 10], "none": [1, 5, 6, 7, 8, 9, 10], "nonsequenti": [4, 10], "norm": 5, "normal": [5, 9], "normal_on": [5, 9], "normal_two": [5, 9], "northernmost": 8, "note": [1, 4, 5, 6, 7, 8, 9, 10], "notebook": [2, 5, 9, 10], "now": 0, "np": [1, 5, 6, 7, 8, 9, 10], "ntoler": 7, "num": [5, 6, 7, 8, 9], "number": [4, 5, 6, 8, 9], "number_of_lon_pt": [5, 6, 8, 9], "numpi": [1, 5, 6, 7, 8, 9, 10], "nwl9d": 2, "object": [4, 10], "oblat": 2, "obtain": 5, "obtus": 0, "obtuse_acute_angl": 5, "obtuse_angl": 5, "offset": 5, "one": [2, 4, 5, 9, 10], "onli": [2, 4, 8, 10], "onto": 0, "open": [0, 3], "opposit": [2, 5, 6, 7, 8, 9], "option": 2, "order": 0, "org": [5, 6, 8, 9, 10], "orient": 2, "origin": [1, 5, 7], "other": [2, 4, 10], "otherwis": 4, "our": [4, 10], "out": [2, 4, 5, 6, 8, 9], "output": [0, 1, 4, 6, 8, 10], "overestim": [4, 7], "overlap": 10, "overli": [6, 8], "overshoot": [5, 6, 7, 9], "overview": 0, "p": 7, "packag": [0, 1, 2, 4], "page": [4, 10], "panda": [1, 5, 6, 7, 8, 9, 10], "paragraph": [4, 5, 9, 10], "parallel": [0, 7], "parrellel": 8, "pass": [2, 5, 6, 7, 8, 9], "passeng": 6, "patch": 0, "path": [0, 1], "pd": [1, 5, 6, 7, 8, 9, 10], "peopl": [4, 10], "per": [4, 7], "perfect": 2, "permiet": [0, 10], "perpendicular": 1, "phi": [1, 5, 6, 7, 8, 9, 10], "pi": [5, 6, 7, 8, 9], "picchu": 1, "piec": [4, 10], "pink": [5, 9], "place": 2, "plagiar": [4, 10], "plai": [2, 4], "plan": 7, "planar": 2, "plane": [0, 2, 5, 6, 7, 9], "planet": [0, 2, 6], "platecarre": [1, 5, 6, 7, 8, 9, 10], "plessi": 2, "plot": [0, 7, 10], "plot_area": 10, "plot_clockwis": 10, "plot_coordin": 6, "plot_coordinate_max_min": 8, "plot_cross_track": 7, "plot_gc_directed_angl": 5, "plot_gc_with_intersect": 9, "plot_polygon_pt": 10, "plt": [1, 5, 6, 7, 8, 9, 10], "png": [4, 5, 9, 10], "point": [0, 1, 2, 4, 9], "point_along_path": 7, "points_along_arc": [5, 6, 9], "polar": 0, "polar_coordin": 1, "polar_i": [1, 5, 6, 7, 8, 9, 10], "polar_x": [1, 5, 6, 7, 8, 9, 10], "polar_z": [1, 5, 6, 7, 8, 9, 10], "pole": [2, 5, 6, 7, 8, 9], "poly_area_m": 10, "poly_perimeter_m": 10, "poly_pt": 10, "polygon": [0, 5], "polygon_area_perimet": 10, "polygon_contains_point": 10, "polygon_pt": 10, "popul": 4, "popular": 2, "posit": [0, 1, 5, 6, 7, 9], "postiv": [5, 10], "pow": [5, 9], "power": [0, 2], "prefer": [4, 5, 9, 10], "preis": 2, "present": 0, "press": 0, "previou": [5, 8], "print": [2, 4, 5, 6, 7, 8, 9, 10], "problem": 4, "process": 4, "product": [5, 6, 8, 9, 10], "program": 0, "proj": 2, "project": [0, 1, 2, 3, 5, 6, 7, 8, 9, 10], "projection_map": [1, 5, 6, 7, 8, 9, 10], "projectpythia": 0, "proof": 2, "provid": [1, 2, 4, 10], "pt": 10, "pt_lst": 10, "pull": [4, 10], "purpl": [7, 9], "purpos": [2, 8], "put": 4, "py": 1, "pyplot": [1, 5, 6, 7, 8, 9, 10], "pyproj": [0, 2, 5, 7, 8, 9, 10], "pythia": [0, 3], "python": [0, 1, 4], "python3": 1, "pz90": 2, "qarawiyyin": 1, "quadrilater": 0, "question": [2, 4], "quick": 10, "quiver": [5, 10], "r": [1, 5, 6, 7, 8, 9], "rad2deg": [5, 6, 7, 8, 9], "radial": 1, "radian": [1, 5, 6, 7, 8, 9, 10], "radiu": [1, 2, 6, 7], "rang": [5, 6, 8, 9, 10], "rather": 2, "raw": [4, 5, 9, 10], "re": [4, 10], "read": [1, 4, 5, 6, 7, 8, 9, 10], "read_csv": [1, 5, 6, 7, 8, 9, 10], "reader": [4, 10], "rectangular": [1, 5], "red": [1, 5, 6, 7, 8, 9, 10], "reduc": 2, "ref_lon": 6, "refer": 2, "referenc": [4, 10], "reiter": [4, 10], "relat": 8, "relationship": 8, "relationshsip": 2, "releas": 3, "relev": [4, 5, 9, 10], "reli": 0, "remain": 7, "remot": 2, "remov": 4, "renam": [1, 5, 6, 7, 8, 9, 10], "replac": 7, "repositori": 0, "request": [4, 10], "requir": [4, 5, 9], "resolut": 8, "resolv": 3, "respect": 7, "restart": [4, 10], "result": [2, 5, 8], "return": [1, 5, 6, 7, 8, 9, 10], "reus": 3, "reverse_bear": 7, "review": [4, 10], "reykjav\u00edk": [1, 5, 9], "rf": 2, "rho": [1, 4, 5, 6, 7, 8, 9, 10], "rhumb": [0, 6], "right": [0, 2, 4, 5, 7], "rigor": [4, 10], "rocket": 0, "role": 2, "rom": 6, "rotat": [1, 5], "rough": [4, 7], "roughli": 10, "round": [2, 4, 6, 7], "rspatial": [5, 6, 8, 9], "run": [4, 10], "runner": 1, "s3": 1, "safer": [4, 7], "same": 0, "satellit": [0, 2], "satistfi": 5, "save": 1, "scale": [5, 10], "scale_unit": [5, 10], "scari": 4, "scatter": [1, 5, 6, 7, 8, 9, 10], "schneck": 0, "scienc": 2, "scope": 4, "script": [2, 7], "seasia": 2, "section": [0, 5], "see": [0, 4, 5, 9, 10], "select": 0, "semi": 2, "send": [4, 10], "sens": 2, "separ": 6, "sequenti": [4, 10], "serv": 3, "servic": 2, "set": [1, 5, 6, 7, 8, 9, 10], "set_ext": [1, 5, 6, 7, 8, 9, 10], "setup": [6, 8], "sever": 2, "sgs85": 2, "shape": [2, 10], "share": 3, "shift": 0, "ship": [0, 2], "short": [4, 5, 7, 9], "shorter": [2, 6], "shortest": 2, "should": [0, 4, 8], "show": [1, 5, 6, 7, 8, 9, 10], "shrink": [4, 5, 9, 10], "side": [2, 5, 6, 9], "sidebar": [4, 10], "sigma": 4, "sign": 5, "sign_angl": 5, "similarli": 4, "simpler": [1, 7], "simplest": 0, "simpli": 0, "sin": [1, 2, 5, 6, 7, 8, 9], "sinc": 2, "singl": [4, 10], "singll": 1, "sit": 6, "site": 1, "size": 4, "slightli": 2, "small": 2, "smallest": 8, "so": [2, 3, 4, 5, 8, 9, 10], "softwar": 4, "solut": 2, "solv": [2, 8], "some": [2, 4], "sometim": 7, "sourc": [0, 1, 2, 3], "southernmost": 8, "space": [1, 2, 5, 7, 8, 9, 10], "specif": [4, 8], "sphere": [0, 1, 8, 10], "spheric": [0, 5], "spheroid": 2, "split": [5, 6, 8, 9], "sqrt": [1, 5, 6, 7, 9], "stackexchang": 2, "standard": [2, 5], "start": [0, 4, 5, 6, 7, 8, 9, 10], "start_end_lat_lon": 6, "start_gc1": [5, 9], "start_gc2": [5, 9], "start_lat": [5, 6, 7, 8, 9], "start_lon": [5, 6, 7, 9], "start_point": [5, 6, 7, 8, 9], "start_pt": 6, "state": [2, 4, 5, 6, 7, 8, 9, 10], "stonehedg": 1, "straight": [2, 6], "strip": [1, 5, 6, 7, 8, 9, 10], "structur": 4, "stuff": 4, "subject": 8, "subplot": [1, 5, 6, 7, 8, 9, 10], "subsect": 7, "suddenli": 7, "suggest": 4, "sum": 2, "summar": [4, 10], "sure": [0, 4, 5, 9, 10], "surfac": [0, 1, 2, 6, 10], "suscept": 7, "svalbard": [1, 6], "sy": 4, "syntax": [4, 5, 9, 10], "system": [0, 1, 2, 4, 5], "t": 4, "tabl": 4, "tackl": [4, 10], "tag": 4, "take": [2, 4, 5, 10], "takeawai": [4, 10], "tan": 1, "teach": 2, "tell": 4, "text": [1, 4, 5, 6, 7, 8, 9, 10], "than": [2, 5, 6, 7, 9], "thank": [4, 10], "thei": [4, 10], "them": [0, 4], "theta": [1, 5, 6, 7, 8, 9, 10], "theta_12": 7, "theta_13": 7, "thi": [0, 2, 4, 5, 8, 9, 10], "third": [6, 7], "three": [1, 5], "through": [0, 2, 5, 6, 7, 8, 9], "throughout": [4, 10], "ti": [4, 5, 9, 10], "tie": [4, 10], "timbuktu": [1, 10], "time": [1, 2, 4, 5, 6, 7, 8, 9, 10], "titl": [1, 4, 5, 6, 7, 8, 9, 10], "to_csv": 1, "todo": [2, 5], "togeth": 4, "toler": [0, 10], "tolerance_m": 10, "too": 7, "tool": 2, "top": [0, 4, 5, 9, 10], "topic": [4, 5, 9], "total": [4, 5, 7, 8, 9], "total_dist": 6, "total_distance_met": 6, "toward": [5, 6, 7, 9], "trace": 2, "trackd": 7, "traidtion": 2, "transform": 2, "transit": 4, "travel": [6, 7], "triangl": [0, 5], "trigonometr": 2, "trigonometri": 0, "trigonomeyri": 2, "true": [5, 6, 7, 8, 9, 10], "try": 4, "tunguska": 1, "tupl": 10, "ture": 4, "two": [0, 2, 6, 8], "txt": [1, 5, 6, 7, 8, 9, 10], "type": [0, 2, 6, 7], "typic": 7, "u": [4, 10], "uluru": 1, "undefin": 6, "under": 3, "understand": [0, 1, 4], "understnad": 2, "unifi": 2, "unint": 6, "union": 2, "uniqu": [2, 4, 10], "unit": [0, 2, 8, 10], "unneed": 10, "until": 0, "up": [0, 1, 2, 4, 5, 6, 7, 8, 9, 10], "url": 1, "us": [0, 1, 2, 4, 5, 6, 7, 8, 9, 10], "v1": 7, "v_ab": 5, "v_ac": 5, "valid": 9, "valu": [1, 5, 6, 7, 8, 9, 10], "van": 2, "variou": 2, "vector": [1, 5, 6, 7, 8, 9, 10], "veri": 7, "verifi": [5, 6, 7, 8, 9], "version": 4, "vertex": 5, "vertic": 4, "via": [0, 1, 2, 4], "view": 0, "visual": [0, 4], "wa": 4, "wai": [0, 2, 4, 5, 9, 10], "walbeck": 2, "walk": 2, "want": 8, "warn": 1, "we": [2, 4, 8], "web": 2, "well": [2, 4, 8], "were": [4, 10], "wg": [0, 2, 5, 6, 8, 9, 10], "wgs60": 2, "wgs66": 2, "wgs72": 2, "wgs84": [2, 5, 6, 7, 8, 9, 10], "when": [0, 2, 5, 6, 7, 9, 10], "where": [0, 1, 2, 4, 5, 6, 8, 10], "which": [0, 1, 2, 4, 6, 8], "while": [2, 3, 5, 6, 7, 9], "white": [1, 5, 6, 7, 8, 9, 10], "wiki": 10, "wikiepedia": 2, "wikipedia": [1, 2, 10], "william": [2, 6, 8], "within": [0, 8], "without": [0, 2, 4, 8], "wolfram": 0, "wonder": 4, "wood": [1, 5, 6, 7, 8, 9, 10], "work": [1, 2, 4, 5, 6, 7, 8, 9, 10], "workflow": 0, "world": [4, 5, 7, 8, 9, 10], "x": [1, 4, 5, 6, 7, 8, 9, 10], "x1": [5, 9], "x2": [5, 9], "xtd": 7, "xy": [4, 5, 10], "xyz": 1, "xz": 4, "y": [1, 4, 6], "yml": 0, "you": [0, 3, 4, 5, 8, 9, 10], "your": [5, 9, 10], "yourself": [4, 10], "z": [1, 4, 6], "zambezi": [1, 5, 6, 9], "zenodo": 3, "zero": 10, "zip": [1, 10], "\u03b413": 7, "\u03b4xt": 7, "\u03b8": [1, 6, 8], "\u03b812": 7, "\u03b813": 7, "\u03b8a": 8, "\u03b8b": 8, "\u03c1": 1, "\u03c6": [1, 8], "\u03c6a": 8, "\u03c6b": 8}, "titles": ["Great Circle Cookbook", "Coordinate Types", "Great Circle Terminology", "How to Cite This Cookbook", "Project Pythia Notebook Template", "Angles and Great Circles", "Great Circle Arcs and Path", "Great Circles and a Point", "Great Circles and Parallels", "Intersections of Great Circles", "Spherical Polygons and Areas"], "titleterms": {"": [1, 2, 4, 5, 6, 7, 8, 9, 10], "A": 4, "At": 7, "acut": 5, "add": 1, "addit": 1, "all": 1, "along": [6, 7, 8], "an": [2, 7], "angl": 5, "anoth": 4, "antipod": [6, 8], "arc": [2, 6, 7, 9], "area": 10, "author": 0, "bear": 6, "between": [5, 6], "binder": 0, "calcul": 5, "cartesian": 1, "check": 7, "circl": [0, 2, 5, 6, 7, 8, 9], "cite": 3, "citi": 1, "clairaut": 8, "clockwis": 10, "column": 1, "content": 4, "contributor": 0, "convert": 1, "cookbook": [0, 3], "coordin": 1, "cosin": 2, "counterclockwis": 10, "cross": [7, 8], "danger": 4, "demonstr": 4, "determin": [6, 7, 8, 10], "direct": 5, "displai": 1, "distanc": [6, 7], "ellipsoid": [2, 6], "equal": 6, "everi": 6, "find": 9, "first": 4, "formula": [8, 10], "foundat": 0, "fraction": 6, "from": 8, "further": 4, "gener": [6, 7], "geodes": [1, 2], "geodesi": 2, "geometri": 2, "geopi": 6, "given": 10, "great": [0, 2, 5, 6, 7, 8, 9], "haversin": 6, "header": 4, "how": 3, "i": 10, "import": [1, 2, 4, 5, 6, 8, 9, 10], "info": 4, "intermedi": [6, 7], "interpol": 6, "intersect": [5, 9], "last": 4, "latitud": 8, "law": 2, "level": 4, "li": 7, "machin": 0, "map": [1, 6], "math": 9, "mathemat": 6, "mathemet": 6, "max": 8, "maximum": 8, "maximumn": 8, "meeu": 6, "meter": 6, "midpoint": 6, "mimimum": 8, "minimum": 8, "motiv": 0, "n": 6, "napier": 2, "next": [1, 2, 4, 5, 6, 7, 8, 9, 10], "note": 2, "notebook": [0, 4], "obtus": 5, "order": 10, "overview": [1, 2, 4, 5, 6, 7, 8, 9, 10], "own": 0, "packag": 6, "parallel": 8, "patch": 10, "path": [2, 5, 6, 7, 8, 9], "perimet": 10, "plot": [1, 5, 6, 8, 9], "point": [5, 6, 7, 8, 10], "polar": 1, "polygon": 10, "prerequisit": [1, 2, 4, 5, 6, 7, 8, 9, 10], "project": 4, "pyproj": 6, "pythia": 4, "python": [2, 6], "quadrilater": 10, "quick": 4, "refer": [1, 4, 5, 6, 7, 8, 9, 10], "resourc": [1, 2, 4, 5, 6, 7, 8, 9, 10], "rule": 2, "run": 0, "second": 4, "section": 4, "shoelac": 10, "sign": 10, "sine": 2, "space": 6, "sphere": [2, 6], "spheric": [1, 2, 10], "state": 1, "structur": 0, "subsect": 4, "success": 4, "summari": [1, 2, 4, 5, 6, 7, 8, 9, 10], "templat": 4, "terminologi": [0, 2], "thi": 3, "todo": [6, 8, 9, 10], "toler": 7, "total": 6, "track": 7, "triangl": 2, "trigonometri": 2, "two": [5, 9], "type": 1, "unit": [1, 6], "v": 2, "via": 6, "vincenti": 6, "warn": 4, "what": [1, 2, 4, 5, 6, 7, 8, 9, 10], "when": 8, "within": 10, "without": 7, "work": 0, "world": [1, 6], "your": [0, 4]}}) \ No newline at end of file